tag:blogger.com,1999:blog-9128335253132239212024-03-05T07:58:35.818-03:00Unconventional GeologyMost part of these issues are related to the ideas discussed by astronomer and astrophysicist Dr. Thomas Gold. The aim is try to continue discussions to improve understanding of various issues and problems that remain unsolved or remain as dogma in geology. To access the list of subjects click the link on the right side of the page: All links to Unconventional GeologyGeologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-912833525313223921.post-82233835892984292892012-02-11T15:08:00.012-02:002012-09-13T01:36:45.077-03:00Consequences of Uniformitarianism<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b>Consequences of Uniformitarianism</b></span><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The posts on the blogs <a href="http://unconventionalgeology.blogspot.com/2011/09/unconventional-geology.html">Unconventional Geology</a> and <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html">Abiotic Oil</a> try, in summary, just show some aspects of a non-conventional issues of geology. It means an attempt to show that many natural processes, which are still believed to be already established or recognized as theories or hypotheses, may have a very different interpretation or even just being completely debunked by very different point of view from those so-called conventional.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Most proposals, suggestions and hypotheses related to Earth sciences that are taught at schools, written in books and other publications are based on the principles of Uniformitarianism, which states that "The present is the key to the past." This mode of reasoning has been shown to be ineffective, leading to many inconsistent and erroneous interpretations on various geological processes, many of them neglecting basic natural laws as the conservation of mass and energy, laws of thermodynamics and even gravity. It should be noted that the Earth has undergone many changes since its formation, either in the internal or external dynamic systems. Most geological processes that occur in the present have no equivalent in the geological past of the planet. Geological processes are not slow and generally are not uniform and the records that remain are only those fast and of catastrophic nature i.e., those that involving more energy.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Much of this stems from not understanding the processes of planetary formation, which is not so simple. But one of the biggest problems seems to lie in the fact that geology and its branches do not maintain or even neglect the knowledge and advances, such as in other fields such as evidences of space exploration, astronomy, astrophysics, biology, among others. Also there is little dialogue between geology and other sciences, and... Could be geology even be considered science? In my view, in terms of possibility - yes, but actually the geology has not yet reached the status of science, because geology is dominated by several strong dogmas, which means that those engaged in this study remain with minds closed to reason, even after inumerous inconsistencies that arise from <i>a priori</i> theories of geology. Inquestionable evidences and basic laws of nature are completely neglected by most part of geologists.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Even today, in the 21st Century, geology has evolved little in the matter of understanding the natural processes of the planet and this is due in large part to applications of uniformitarian principles. Particula</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">rly</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">, after I devoting many years trying apply traditional models and reasoning with Uniformitarianism, I realized that alternative and more robust models of geological processes and origin of certain phenomena, indicates a right way since from that release the imposition of dogmas. I was able to pick these inconsistences of dogmas and fundamentally not neglicencie the relevance of the basic laws of nature. Therefore when study any natural process they must be in accordance with the </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">basic laws of nature.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> It will be here not a claim, but an invitation to reflection to all those who truly dedicate themselves to understand this philosophical question.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Certainly we are unable to consider all the natural processes and mass balance and energy inherent to them and the theoretical models are needed, but there are models seen as very likely, likely, unlikely and improbable or impossible. Unfortunately, in geology there are still many improbable and impossible models and I desire contribute to the to the geology becomes, in fact, real science - and for that purpose it is suggested:</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">1 - Never neglect the basic laws of nature in the design of models. Among these laws, the most important (and perhaps all others derive from it) is the Second Law of Thermodynamics, the Principle of Clausius.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">2 - After observation and u</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">nderstanding of any natural materials or processes, know</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> make judgement </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">of what is really autochthonous, i.e. formed <i>in situ</i> that of what is really allochthonous, i.e. not originated <i>in situ</i>. The calculations of mass balance and energy, though often difficult to quantify, must always be considered, even tentatively.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">3 - Keep an open mind for all propositions and evidence, even if it may seem strange at first, but since they fit in the context of possibility and probability, and not based on nonsense.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">4 - Keep the curiosity and dialogue. Surely this is that moves the science and makes it becomes the science really science.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">5 - Keep in mind that the aim of every understanding is the search for freedom from ignorance. Certainly the end or minimization of our ignorance will make that we can prevent wars, heal diseases, reduce coletive stress, save lives, having respect for nature and preserve the planet for present and future generations, and then we can finally live better implying in the progress of respect and understanding of ourselves.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span><br />
<b style="background-color: white; color: blue; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="font-size: x-large;">“</span></span></i></b><span style="color: blue; font-family: Times, 'Times New Roman', serif; font-size: x-large;"><i><b>A theory which is founded on a new principle, a theory which has to make its way in the public mind by overturning the opinions commonly received by philosophising men, and one which has nothing to recommend it but the truth of its principles, and the view of wisdom or design to which it leads, neither of which may perhaps be perceived by the generality of people, such a theory, I say, must meet with the strongest opposition from the prejudices of the learned, and from the superstition of those who judge not for themselves in forming their notions, but look up to men of science for authority. Such is the case with some part of the Theory of the Earth, which I have given, and which will probably give offence to naturalists who have espoused an opposite opinion. In order, then, to obtain the approbation of the public, it may not be enough to give a theory that should be true, or altogether unexceptionable it may be necessary to defend every point that shall be thought exceptionable by other theorists, and to show the fallacy of every learned objection that may be made against it. It is thus, in general, that truth and error are forced to struggle together, in the progress of science; and it is only in proportion as science removes erroneous conceptions, which are necessarily in the constitution of human knowledge, that truth will find itself established in natural philosophy.</b></i></span><b style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="color: blue;"><span style="font-size: x-large;">” </span></span></span></i></b><br />
<div style="text-align: right;">
<b style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="font-size: x-large;">James Hutton - Theory of the Earth, 1795.</span></span></b><br />
<div style="text-align: justify;">
<b style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="font-size: x-large;"><br />
</span></span></b></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-size: x-large;"><b style="background-color: white; color: blue; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;">“</span></i></b><span style="color: blue; font-family: Times, 'Times New Roman', serif;"><b><i>In geology, all that you can not see with the eyes </i></b></span><b style="background-color: white; color: blue; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;">“</span></i></b><b style="color: blue; font-family: Times, 'Times New Roman', serif;"><i>does not exist</i></b><b style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="color: blue;">”</span></span></i></b><b style="color: blue; font-family: Times, 'Times New Roman', serif;"><i>.</i></b></span></div>
<div style="text-align: justify;">
<span style="font-size: x-large;"><span style="color: blue; font-family: Times, 'Times New Roman', serif;"><b><i>Even if you see </i></b></span><b style="color: blue; font-family: Times, 'Times New Roman', serif;"><i>and interpret </i></b><b style="color: blue; font-family: Times, 'Times New Roman', serif;"><i>something does not mean that what you see is exactly what you think and, even that much is known about the object, always this knowledge about it would be incomplete.</i></b></span></div>
<div style="text-align: justify;">
<span style="font-size: x-large;"><span style="color: blue; font-family: Times, 'Times New Roman', serif;"><b><i>The conventional geology based on uniformitarianism never did give me answers to my main questions that arose from the natural philosophy and surely I believe this is due to the dogmas of geology that kept me prisioner and unfortunately continue to be taught and written. I realized that I found a way to overcome this by the logic and always continue with humility the questioning of nature, without dogmas and seek for the answers and reasoning just through natural philosophy always considering basic laws of nature.</i></b></span><b style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="color: blue;">” </span></span></i></b></span></div>
<div style="text-align: right;">
<div style="text-align: right;">
<b style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="font-size: x-large;"> A natural philosopher, 2012</span></span></b></div>
</div>
</div>
</div>
</div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0tag:blogger.com,1999:blog-912833525313223921.post-90347584222631523342012-02-07T00:07:00.004-02:002017-03-22T23:46:15.683-03:00The Myth of Global Warming<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="background-color: #f3f3f3; text-align: -webkit-auto;" title="O aquecimento global é certamente um mito."><span style="color: red; font-family: "arial" , sans-serif; font-size: x-large;"><b>The Myth of Global Warming</b></span></span></div>
</div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="background-color: #f3f3f3; color: #333333; font-family: "arial" , sans-serif; font-size: 16px;" title="O aquecimento global é certamente um mito."><br />
</span></div>
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="background-color: #f3f3f3;"><span style="font-size: large;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="O aquecimento global é certamente um mito."> Global warming is certainly a myth. </span><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Isso decorre de uma série de absurdos.">This follows a series of absurdities. </span></span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;" title="O primeiro deles é pensar que existiriam os chamados "combustíveis fósseis".">The first is to think that there would be the so-called "fossil fuels". </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;" title="Trata-se de um absurdo de ordem superior.">This is </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;">nonsense</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;"> of </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;" title="Trata-se de um absurdo de ordem superior.">higher order. </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;" title="Basta consultar a página sobre origem dos hidrocarbonetos naturais para obter melhor informação.">Just refer to the page on the <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">origin of natural hydrocarbons</a> for better information. </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;" title="O segundo absurdo é acreditar que o ser humano tenha alguma capacidade para mudar o clima global com suas atividades.">The second is absurd to believe that humans have some ability to change the global climate with its activities. </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;" title="Somos uma espécie frágil que habita a superfície deste planeta e estamos vulneráveis a toda uma gama de catástrofes naturais que, se ocorrerem em suficiente magnitude, podem, com efeito, dizimar toda ou quase toda a humanidade.">We are a fragile species that inhabit the surface of this planet and we are vulnerable to a range of natural disasters and, when they occur in sufficient magnitude, may in effect, wipe out all or almost all of humanity. </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;" title="Entre essas causas - e apenas para citar algumas dessas - estão a ocorrência de imenso impacto meteorítico, vulcanismo extensivo, doenças sem cura causada por vírus, extremo desequilíbrio da atividade solar, entre outras.">Among these causes - and just to mention some of these - are the occurrence of massive meteoritic impact, </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;">extensive</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;"> </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;">volcanism, incurable diseases caused by viruses, extreme imbalance of solar activity, among others.</span></span></div>
<span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; font-size: large;"><br />
</span></span></div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Faz-se muito alarde seja através de pseudo-cientistas, políticos, imprensa, ambientalistas sobre as causas de um "aquecimento global", o que faz com que as pessoas menos informadas se tornem estressadas com a possibilidade desse problema."></span></span></span><br />
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Faz-se muito alarde seja através de pseudo-cientistas, políticos, imprensa, ambientalistas sobre as causas de um "aquecimento global", o que faz com que as pessoas menos informadas se tornem estressadas com a possibilidade desse problema."><span title="Faz-se muito alarde seja através de pseudo-cientistas, políticos, imprensa, ambientalistas sobre as causas de um "aquecimento global", o que faz com que as pessoas menos informadas se tornem estressadas com a possibilidade desse problema."> It will be much fanfare either by pseudo-scientists, politicians, media, environmentalists about the causes of the so-called "global warming", which means that less informed people become stressed about the possibility of this problem. </span><span title="A questão é que muitas dessas alegações não possuem base científica adequada, principalmente por negligenciarem ou mesmo desconhecerem o próprio planeta e as leis naturais que o governam.">The point is that many of these claims do not have adequate scientific basis, especially for neglecting or even unaware of the planet itself and the natural laws that govern it.</span></span></span></span></div>
</div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="A questão é que muitas dessas alegações não possuem base científica adequada, principalmente por negligenciarem ou mesmo desconhecerem o próprio planeta e as leis naturais que o governam."></span></span></span><br />
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="A questão é que muitas dessas alegações não possuem base científica adequada, principalmente por negligenciarem ou mesmo desconhecerem o próprio planeta e as leis naturais que o governam."><span style="color: #333333; font-family: "arial" , sans-serif;"><br />
</span></span></span></span></div>
</div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Alguns dizem que a emissão do dióxido de carbono, que é considerado um gas causador do efeito estufa, é responsável pelo fenômeno."></span></span></span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Alguns dizem que a emissão do dióxido de carbono, que é considerado um gas causador do efeito estufa, é responsável pelo fenômeno."><span title="Alguns dizem que a emissão do dióxido de carbono, que é considerado um gas causador do efeito estufa, é responsável pelo fenômeno."> Some say that the emission of carbon dioxide (CO2) gas, which is considered a greenhouse gas, is responsible for the phenomenon. </span><span title="No entanto vale ressaltar que na composição da atmosfera terrestre, o CO2 tem concentração média de apenas 0,03% ou 300ppm (partes por milhão) ou seja praticamente não temos CO2 na atmosfera terrestre ea maior parte desse gás entra no processo de fotossíntese com seu">However it is noteworthy that the composition of the atmosphere, the average concentration of CO2 is only 0.03% or 300ppm (parts per million) i.e., pratically has no CO2 in the atmosphere and most of that gas enters the process of photosynthesis with its </span><span title="ciclo natural.">natural cycle.</span></span></span></span></div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="ciclo natural."></span></span></span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="ciclo natural."><span style="color: #333333; font-family: "arial" , sans-serif;"><br />
</span></span></span></span></div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Por outro lado, o metano embora praticamente não faça parte da atmosfera terrestre está aprisionado em grande quantidade no interior da Terra (manto) e também sob a forma de hidrato de gás próximo ao fundo dos oceanos, devido ao processo de emanação contínuo desde os primórdios"></span></span></span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Por outro lado, o metano embora praticamente não faça parte da atmosfera terrestre está aprisionado em grande quantidade no interior da Terra (manto) e também sob a forma de hidrato de gás próximo ao fundo dos oceanos, devido ao processo de emanação contínuo desde os primórdios"><span title="Por outro lado, o metano embora praticamente não faça parte da atmosfera terrestre está aprisionado em grande quantidade no interior da Terra (manto) e também sob a forma de hidrato de gás próximo ao fundo dos oceanos, devido ao processo de emanação contínuo desde os primórdios"> On the other hand, although almost no methane gas (CH4) is part of the atmosphere, methane is trapped in large volume inside the Earth (mantle) and also in the form of gas hydrate near the bottom of the oceans due to the continuous process of upewelling since from the beginning of </span><span title="do processo de formação planetária.">the process of planetary formation. </span><span title="O metano é um gás de efeito estufa cerca de 20 vezes mais potente que o CO2.">Methane is a greenhouse gas 20 times more potent than CO2. </span><span title="Nos períodos geológicos muitas extinções em massa podem ser explicadas pela imensa liberação de metano por catástrofes naturais.">In geological time many mass extinctions can be explained by the huge release of methane by catastrophic events.</span></span></span></span></div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Por outro lado, o metano embora praticamente não faça parte da atmosfera terrestre está aprisionado em grande quantidade no interior da Terra (manto) e também sob a forma de hidrato de gás próximo ao fundo dos oceanos, devido ao processo de emanação contínuo desde os primórdios">
</span><span style="text-align: -webkit-auto;" title="Nos períodos geológicos muitas extinções em massa podem ser explicadas pela imensa liberação de metano por catástrofes naturais."></span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="Nos períodos geológicos muitas extinções em massa podem ser explicadas pela imensa liberação de metano por catástrofes naturais."><span style="color: #333333; font-family: "arial" , sans-serif;"><br />
</span></span></span></span></div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="Nos períodos geológicos muitas extinções em massa podem ser explicadas pela imensa liberação de metano por catástrofes naturais.">
</span><span style="text-align: -webkit-auto;" title="Assim, promover alarme com base em aquecimento global por causas antrópicas ou é desconhecimento ou então um sério escândalo que pode interessar a alguns grupos."></span></span></span>
<div style="color: #333333; font-family: arial, sans-serif; text-align: justify;">
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="Assim, promover alarme com base em aquecimento global por causas antrópicas ou é desconhecimento ou então um sério escândalo que pode interessar a alguns grupos."> Thus, to promote alarm based on global warming by anthropogenic causes, or is ignorance or a serious scam that might be interest just to some groups.</span></span></span></div>
<span style="font-size: large;"><span style="background-color: #f3f3f3;"><span style="text-align: -webkit-auto;" title="Assim, promover alarme com base em aquecimento global por causas antrópicas ou é desconhecimento ou então um sério escândalo que pode interessar a alguns grupos.">
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="color: #333333; font-family: "arial" , sans-serif;"><br />
</span></div>
</div>
</span><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="Para ver alguns registros pode-se consultar o site: http://www.icecap.us/"><div style="text-align: justify;">
To see some records you can visit: <a href="http://www.icecap.us/">http://www.icecap.us/</a></div>
</span></span><span style="color: #333333; font-family: "arial" , sans-serif; text-align: -webkit-auto;" title="O vídeo abaixo também mostra um interessante quadro, porém basta apenas desconsiderar quando é mencionada a palavra "fossil fuel"."><div style="text-align: justify;">
<span style="background-color: #f3f3f3;"><span title="O vídeo abaixo também mostra um interessante quadro, porém basta apenas desconsiderar quando é mencionada a palavra "fossil fuel".">The video below also shows an interesting picture, but just when it is mentioned only to disregard the word "fossil fuel". </span><span title="CArbon-based fuel é palavra mais adequada.">Carbon-based fuel is most suitable word.</span></span></div>
<div style="text-align: justify;">
<h1 id="watch-headline-title" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 1.8333em; height: 1.1363em; line-height: 1.1363em; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 0px; max-height: 1.1363em; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;">
<span title="CArbon-based fuel é palavra mais adequada."><span class="" dir="ltr" id="eow-title" style="background-attachment: initial; background-clip: initial; background-color: #f3f3f3; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="John Coleman Debunks the Myth of Global Warming">John Coleman Debunks the Myth of Global Warming</span></span></h1>
</div>
<div class="separator" style="clear: both; text-align: center;">
<span style="background-color: #f3f3f3;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/D8FhmuWWcGw?feature=player_embedded' frameborder='0'></iframe></span></div>
<div style="text-align: justify;">
<span title="CArbon-based fuel é palavra mais adequada."><br /></span>
<span title="CArbon-based fuel é palavra mais adequada.">Interesting interviews
</span><br />
<span title="CArbon-based fuel é palavra mais adequada.">In portughese:</span><br />
<span title="CArbon-based fuel é palavra mais adequada."><br /></span>
<span title="CArbon-based fuel é palavra mais adequada."><a href="https://ecologia-clima-aquecimento.blogspot.com.br/p/mitos-refutados.html">https://ecologia-clima-aquecimento.blogspot.com.br/p/mitos-refutados.html</a></span></div>
</span></span></div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com2tag:blogger.com,1999:blog-912833525313223921.post-39270170373761942392012-02-04T18:51:00.005-02:002012-04-06T11:59:52.023-03:00Hydrocabons and the Origin of Life in the Earth and Beyond<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: left;"><span style="color: red;"><b><span style="background-color: whitesmoke; font-family: Arial, Helvetica, sans-serif; line-height: 18px;"><span style="background-color: white;"><span style="font-size: x-large;"><br />
</span></span></span></b></span><br />
<span style="color: red;"><b><span style="background-color: whitesmoke; font-family: Arial, Helvetica, sans-serif; line-height: 18px;"><span style="background-color: white;"><span style="font-size: x-large;">Hydrocarbons and the Origin of Life in the </span></span></span></b></span><b style="color: red;"><span style="background-color: whitesmoke; font-family: Arial, Helvetica, sans-serif; line-height: 18px;"><span style="background-color: white;"><span style="font-size: x-large;">Earth and </span></span></span><span style="background-color: whitesmoke; font-family: Arial, Helvetica, sans-serif; line-height: 18px;"><span style="background-color: white;"><span style="font-size: x-large;">Beyond</span></span></span></b></div><div style="text-align: justify;"><span style="color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: medium;"><span style="line-height: 25px;"><i><br />
</i></span></span></div><div style="text-align: justify;"><span style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px;"><span style="font-size: large;"> Life as we know it is based primarily on carbon. Carbon is the fourth element in the order of cosmic abundance, after hydrogen, helium and oxygen. Many astrobiologists try to evaluate the possibility of life on other planets, based on hypotheses about the conditions on the surface, such as the presence of liquid water, favorable temperatures and the composition of atmospheric gases, among other factors, even including life in extreme environments. However, there is the possibility that life in the planetary bodies could develop first underground, at depths of several kilometers below the surface, within the pores of the rocks. There, the presence of abiogenic hydrocarbons, mainly primordial methane, oxygen compounds associated with iron oxide minerals, and even water, all at appropriate temperatures, could provide ideal conditions for the emergence of life. </span></span></div><div style="text-align: justify;"><span style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px;"><span style="font-size: large;"><br />
</span></span></div><div style="text-align: justify;"><span style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px;"><span style="font-size: large;"> The conquest of the planet's surface by life would become possible only at a later stage when prokaryotic bacteria (Archaea) arise and move away from the declining hydrocarbon resources, adapt to surface conditions and develop internally catalyzed complex photosynthetic reactions permitting autotrophy. </span></span></div><div style="text-align: justify;"><span style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px;"><span style="font-size: large;"><br />
</span></span></div><div style="text-align: justify;"><span style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px;"><span style="font-size: large;"> The detection of a deep biosphere in other planets is not simple and probably beyond the capabilities of our technology of telescopes and space probes. On the other hand, it would be relatively less complex to identify life on planets where photosynthesis does occur and has become exuberant.</span></span> </div><div style="text-align: justify;"><span style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px;"><span style="font-size: large;"><br />
</span></span></div><div style="text-align: justify;"><span style="background-color: white; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px;"><span style="font-size: large;"> </span></span><span style="line-height: 25px; text-align: left;"><span style="color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: large;">Therefore, if we really want evolve in researches about origin of life (carbon-based life), first it is necessary understand carbon and hydrogen-carbon systems beside oxygen and nitrogen. The clues in hydrocarbons molecules surely are fundamental with respect to their origin, composition, occurence, mass balance, of course following basic laws of physics and not based in dogmas of geology and biology.</span></span></div><div style="text-align: justify;"><span style="line-height: 25px; text-align: left;"><span style="color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: large;"><br />
</span></span></div><div style="text-align: justify;"><span style="font-size: large;"><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> Life seems to be</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">something</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">very abundant</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">not only</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">on Earth</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">but throughout</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">the universe and</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">its origin </span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"></span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">remains</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">a</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">mystery to be unraveled</span><span class="" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">. Nowadays </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">we know</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">that hydrocarbons</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">are abundant</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">both on Earth and</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">the universe. </span></span></div><div style="text-align: justify;"><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"><span style="font-size: large;"><br />
</span></span></div><div style="text-align: justify;"><span style="font-size: large;"><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"><span class="hps"> The proposition</span> <span class="hps">of the scientist</span> <span class="hps">Sir</span> <span class="hps">Fre</span> <span class="hps">Hoyle</span> <span class="hps">on</span> <span class="hps">Panspermia</span> <span class="hps">also seems</span> <span class="hps">appropriate</span>. <span class="hps">However</span> <span class="hps">we must </span><span class="hps">always remember that</span> <span class="hps">the hydrocarbon molecules</span>, <span class="hps">along with their possible</span> <span class="hps">participation in the</span> <span class="hps">prebiotic chemistry</span> <span class="hps">are also</span> <span class="hps">a food source for</span> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">early</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">microbial life</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">and, in this last case,</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> life </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">could only</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">flourish with</span><span style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">the presence of hydrocarbons</span><span class="" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; text-align: -webkit-auto;">.</span></span></div><div style="text-align: justify;"><span style="line-height: 25px; text-align: left;"><span style="color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: large;"><br />
</span></span></div><div style="text-align: justify;"><span style="line-height: 25px; text-align: left;"><span style="color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: large;">See link below for additional information.</span></span></div><div style="text-align: justify;"><a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/hidrocarbonetos-e-suas-relacoes-com.html" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 25px; text-align: left;" target="_blank">Hydrocarbons And Their Relationship To The Origin Of Life In The Earth And Beyond</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFALqYeD2GMcn6rzfWLKEOXZimT6dI50aUKZllHfPRHiBCj6VwNrnIwJboOs91Nny7wQIJFw27-U9Rz78jFWAfZW9OSdii7aqCojcE56_Nfl3Ry0mPBcM0xMHe4WH8Mheo0gUZHb50Evuz/s1600/poster+AGU.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFALqYeD2GMcn6rzfWLKEOXZimT6dI50aUKZllHfPRHiBCj6VwNrnIwJboOs91Nny7wQIJFw27-U9Rz78jFWAfZW9OSdii7aqCojcE56_Nfl3Ry0mPBcM0xMHe4WH8Mheo0gUZHb50Evuz/s320/poster+AGU.png" width="320" /></a></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"></div><br />
</div></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com2tag:blogger.com,1999:blog-912833525313223921.post-21612873203108015332012-02-04T13:21:00.006-02:002012-03-05T23:13:35.119-03:00Peak Oil Myth<div dir="ltr" style="text-align: left;" trbidi="on"><b style="font-family: Arial, Helvetica, sans-serif; font-size: xx-large; text-align: justify;"><span style="color: red;">Peak Oil Myth</span></b><br />
<div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Hydrocarbons such as oil and natural gas surely are abiotic and primordial materials in its origin. Oil is very abundant and peak oil is merely a myth as well as to think that “fossil fuels” could exist. It’s noteworthy that we are in 21th century and not in the Middle Age. </span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">The question is:</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">When our world finally runs out of oil…? </span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">That’s a huge long time! Maybe when our Sun in stage of red giant expansion consumes entirely Earth. Oil and natural gas are abundant primordial materials, not “fossil fuel”. Petroleum (oil and natural gas) comes surely from Earth’s mantle </span><span style="text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">and they still in upwelling, clearly replenishing oil and gas in conventional reservoirs as proposed by scientist <a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank"><b>Thomas Gold</b></a>. This refilling or recharging of reservoirs have many examples such as Eugene Island, in Gulf of Mexico, Romashkinokoye, in Russia, Prudhoe Bay, in Alaska.</span></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Unfortunately, nowadays still exists the claim that petroleum and natural gas are fossil fuels, produced by the decay of organic sediments composed of microscopic marine organisms which miraculously </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">would transformed </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">into oil or gas. Supposedly their decay produces a tar like substance called kerogen, which is largely composed of very heavy hydrocarbons. As layers of sediment pile on top of these supposed kerogen deposits, they are eventually buried so deep that the Earth’s internal heat and pressure convert the kerogen to lighter hydrocarbons, including methane (CH4, the main component of natural gas). </span><span style="text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">And according to this suggestion there would be no doubt that kerogen, found in oil shales and tar sands, can be converted by heat into oil and gas, which is </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large; text-align: left;">nonsense </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large; text-align: left;">of high order .</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Decades ago, some eminent researchers, most of them in the old Soviet Union, proposed that the fossil fuel theory is incorrect, and that most oil and gas is of abiotic origin, formed from methane and other carbon compounds trapped in the Earth when it was formed. They state that there is no “peak oil,” but that vast amounts of oil and gas are slowly rising from Earth’s mantle and the lower crust, enough to last us for thousands or even millions of years. Dmitri Mendeleev, a chemist, was one of the Soviet proponents of abiotic origin; many of the others were geologists. French chemist Marcellin Berthelot and American astronomer <a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank"><b>Thomas Gold</b></a> were among the first Westerners to agree with them. Gold even convinced Swedish authorities to drill a test well in granite with no organic sediments over, under, or in it, and small amounts of oil were found. Oil and gas have been found elsewhere when wells penetrated below all the sediments, but skeptics claim that the oil somehow leaked down from overlying sediments, or that the rock layers had so folded and twisted that the igneous basement rocks were now above some sediments.</span><br />
<span style="background-color: #f3f3f3; font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> It's incredible that some "peak oil" writers highlights how proponents of abiotic petroleum were generally chemists with very little geological knowledge (Berthelot, Mendeleev, for instance). That's another nonsense. Do geologists who think oil is fossil fuel have much knowledge of chemistry? What then was the miracle that would transform biological detritus in hydrocarbons (oil and natural gas)? The eminent chemists as Marcelin Berthelot, Dmitri Mendeleev (father of Periodic Table) certainly had considerable knowledge of chemistry and the modern science has proven that these scientists are right and many geologists still need learn better chemistry.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In the mud on ocean bottoms, vast amounts of methane are trapped in frozen hydrates or methane clathrates, far exceeding all the gas ever produced or found in proven reserves. Found at depths over 300 meters, the methane molecules, due to cold and pressure, are trapped in a kind of cage of water molecules and mixed with the sediments. The methane trapped in one small area off the coast of the Carolinas could, if we could extract it, supply the US with over fifty years of natural gas…and this is but a small part of the worldwide supply of clathrates. We may or may not be able to develop safe and economical ways of tapping this resource, but the sheer volume of the gas is hard to explain with the biological theory. The carbon alone in the clathrates is estimated at twice the total amount of carbon in all other “fossil fuel” deposits, and these include coal, which is mostly carbon.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Helium gas is found in some gas wells, enough to make it profitable to extract it. This light and inert gas, because it cannot burn, is used in balloons and airships. Being inert and non-reactive it cannot form compounds, including organic compounds. So everyone is forced to admit that helium is abiotic; it was trapped inside the Earth when our planet was formed. So if helium was trapped, why not methane?</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Interstellar gas and dust clouds contain a variety of hydrocarbons and other organic compounds, obviously not formed from marine algae, compounds such as methane, formaldehyde, acetylene, ethylene, ketene, methanol, and benzene. In addition, the atmosphere of Saturn’s moon Titan is mostly methane, and no one seriously believes that oceans of liquid water and marine organisms exist on Titan, which is far from the Sun and colder than dry ice. So if methane and other hydrocarbons form in space and can be trapped on Titan, obviously some must have been trapped in the early Earth. In addition, some meteorites, called carbonaceous chondrites, contain kerogen, the supposed residue of marine organisms which is converted into petroleum…but there are no marine organisms in space, largely because there are no oceans. Currently accepted theory holds that the Earth was formed by the accretion of meteors, asteroids, and comets, so, along with the methane, significant amounts of kerogen had to have been trapped in our planet at its birth.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> So it is virtually certain that much oil and gas is of abiotic origin, and the amounts remaining are likely to far exceed all that we have tapped so far.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> It seems likely that theories of ”peak oil” are just that…theories. The US is, in fact, incredibly rich in “fossil fuels.” Our dependence on imports is a contrived situation, and our failure to develop our vast domestic reserves is based on political decisions by environmental extremists. If, as seems virtually certain, most of our hydrocarbon fuels were trapped in our planet when it formed some 4.6 billion years ago, the chances that we just happen to be living in the period when most of it is depleted are remote. Almost certainly we have enough oil and gas to last us thousands, even millions of years. Of course we should practice energy conservation when it is economical to do so, and of course we should try to develop new energy sources. But failure now to tap the reserves we know we have is madness.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://www.unexplained-mysteries.com/column.php?id=174750">http://www.unexplained-mysteries.com/column.php?id=174750</a></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>A Peak Oil Contrarian</b></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://rense.com/general81/peak.htm">http://rense.com/general81/peak.htm</a></span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> F. William Engdahl once accepted peak oil analysis, but no longer does. He explains why in his writing, and this section summarizes his reasoning. It's based on the Russian-Ukrainian theory that oil originated from deep carbon deposits dating as far back as the Earth's formation. It's not a fossil fuel or of biological origin, and its potential may be far greater than current hydrocarbon estimates.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> According to Engdahl and others sharing this view, peak oil adherents believe oil is a fossil fuel, its origin is biological, its supply finite, and it's only found in areas where it was "geologically trapped millions of years ago....in underground reservoirs (around) 4-6000 feet below the surface of the Earth." At times, large amounts may also be in shallow water offshore rock formations in places like the Gulf of Mexico, North Sea or Gulf of Guinea. In any event, prevailing reasoning is that it's running out, and it's a just a matter of deciding how much is left and when it no longer will be available in amounts needed to sustain world economies. Peak oil proponents believe the time is fast approaching.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Petroleum science dates from the year 1757 when Russian scholar Mikhail Lomonosov hypothesized that oil's origin might be biological. In the early 19th century, two scientists disagreed - German naturalist and geologist Alexander von Humboldt and French chemist and thermodynamicist Louis Joseph Gay-Lussac. Together they proposed that oil is primordial matter, it erupted from deep within the Earth, and it has no connection to biological material nearer the surface. Later in the century, others held similar views - most notably the Russian chemist Dmitri Mendeleev (the father of the Periodic Table of chemical elements) and French chemist Marcellin Berthelot. Mendeleev, in particular, believed that "petroleum was born in the depths of the Earth (called "deep faults"), and it is only there that we must seek its origin."</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Modern petroleum science dates from the end of WW II when the Cold War began and the former Soviet Union faced isolation from the West. At the time, its scientists believed the country was in trouble. It had limited reserves and was shut out of many parts of the world for supply. It thus became imperative to find new deposits inside the country.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> So its scientists at the Institute of the Physics of the Earth of the Russian Academy of Sciences and the Institute of Geological Sciences of the Ukraine Academy of Sciences set out to do it. They studied oil's origin, how reserves are generated, and the most effective exploration methods to extract it.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In 1951, Nikolai Kudryavtsev proposed the first modern deep abiotic oil origins theory at the All-Union petroleum geology congress. He discounted claims about oil's biological origin and was joined by other Russian and Ukrainian geologists, including Vladimir Porfir'yev.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In 1956, Porfir'yev announced their conclusions that even now are largely unacknowledged in the West: that "Crude oil and natural petroleum have no intrinsic connection with biological matter originating near the surface of the Earth." They're "primordial materials which have been erupted from great depths," and believing their supply is limited is a hoax to keep prices high at times like now.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The theory rests on the abiotic origin of oil. It's mirror opposite orthodox geology, and, if right, here's what it means - that available oil is only limited by deep Earth organic hydrocarbon constituents at the time of the planet's formation, and technological advances will eventually tap them in ultra-deep reservoirs and from old fields believed to be barren.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The theory defies conventional science, but it's paying off. It let Soviet Russia develop huge oil and gas fields in regions previously thought unsuitable. In the 1990s, it was also successfully used in the Dnieper-Donets Basin between Russia and Ukraine in areas considered barren. Sixty-one wells were drilled of which 37 (60%) proved out. Engdahl compares this to US wildcat drilling that produces 90% dry holes.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">It’s also interesting keep in mind what Sir <b>Fred Hoyle</b> said:</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="color: blue; font-family: Times, 'Times New Roman', serif; font-size: x-large;"><i><b>“The suggestion that petroleum might have arisen from some transformation of squashed fish or biological detritus is surely the silliest notion to have been entertained by substantial numbers of persons over an extended period of time.”</b></i></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>Fred Hoyle</b>, cosmologist/astrophysicist, 1982</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><u>See also</u></span><br />
<a href="http://www.rense.com/general67/oils.htm" style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;">Oil Is NOT A Fossil Fuel - It Is Abiotic</span></a></div><div style="text-align: justify;"><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://www.rense.com/general75/zoil.htm">Russia Proves 'Peak Oil' Is A Misleading Zionist Scam </a></span></div><div style="text-align: justify;"><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://www.engdahl.oilgeopolitics.net/Geopolitics___Eurasia/Peak_Oil___Russia/peak_oil___russia.html">Confessions of an “ex” Peak Oil Believer</a></span></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com4tag:blogger.com,1999:blog-912833525313223921.post-92135274628766107232012-01-24T23:37:00.007-02:002012-02-05T23:25:22.420-02:00The Deep Hot Biosphere<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b>The Deep Hot Biosphere</b></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The Deep Hot Biosphere theory was proposed by the scientist astrophysicist, </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">astronomer </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">and cosmologist</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> <b><a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold</a></b> (1920-2004). It concerns of a microbial biosphere that exists at depth, profuse both within the Earth and probably other planets, feed by primordial and <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">abiotic hydrocarbons</a>, mainly methane and chemical energy. This realm, dominated by p</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">rocaryotic Archaea </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">and positioned on suitable range of temperature, is independent of surface life and protected of harmful radiation and meteoritic impacts. The </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">biomass</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> of </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">deep biosphere may exceed the entire mass of the surface biosphere. Deep levels in the Earth would be an environment that could form catalytic and autocatalytic molecules that contribute for the emergence of life. After, this deep primeval life developed a sophisticated apparatus to conquest the surface of planet - by photosynthesis - using energy from sunlight to dissociated water and carbon dioxide to produce carbohydrates, permitting autotrophy.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The Deep Hot Biosphere was originally published in an article of PNAS (Proceedings of the National Academy of Sciences,</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">1992, USA</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">)</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">. In 1999, Thomas Gold published the book "The Deep Hot Biosphere - The Myth Of Fossil Fuels" which describes in detail the ideas that support this theory. The main reason consists in understanding the origin of hydrocarbons whose base is in Deep-Earth Gas Theory.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Thomas Gold postulated that hydrocarbons (such as oil, natural gas and black coal ) are primary compounds, i.e., were incorporated into the Earth during the process of planetary accretion. He stated that hydrocarbons are surelly abiotic compounds and very common on Earth and the universe. His ideas and from other eminent scientists about the origin of oil and natural gas are </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">extensively</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">discussed and offer outstanding solutions to solve the petroleum paradox.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> His work is a legacy to science and humanity and the book The Deep Hot Biosphere - The Myth Of Fossil Fuels is also accessible to understanding by laymen. In summary his ideas can thus be defined as its own quote:</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="color: blue; font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><b>"Hydrocarbons are not biology reworked by geology (as traditional view would hold), but rather geology reworked by biology"</b></i></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://www.pnas.org/content/89/13/6045.full.pdf" target="_blank">The deep, hot biosphere</a></b></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Gold, T., 1992</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Proc. Natl. Acad. Sci, USA</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Vol 89, pp. 6045-6049, July 1992</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Microbiology</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><b>Abstract</b></i></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i>There are strong indications that microbial life is widespread at depth in the crust of the Earth, just as such life has been identified in numerous ocean vents. This life is not dependent on solar energy and photosynthesis for its primary energy supply, and it is essentially independent of the surface circumstances. Its energy supply comes from chemical sources, due to fluids that migrate upward from deeper levels in the Earth. In mass and volume it may be comparable with all surface life. Such microbial life may account for the presence of biological molecules in all carbonaceous materials in the outer crust, and the inference that these materials must have derived from biological deposits accumulated at the surface is therefore not necessarily valid. Subsurface life may be widespread among the planetary bodies of our solar system, since many of them have equally suitable conditions below, while having totally inhospitable surfaces. One may even speculate that such life may be widely disseminated in the universe, since planetary type bodies with similar subsurface conditions may be common as solitary objects in space, as well as in other solar-type systems.</i></span></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0tag:blogger.com,1999:blog-912833525313223921.post-9076802036226433232012-01-22T14:47:00.005-02:002013-07-09T23:50:46.632-03:00Turbidite Sequences<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="background-color: white;"><span style="text-align: -webkit-auto;" title="Turbiditos são depósitos sedimentares orginiados por correntes de turbidez submarinas, sobretudo em bacias de antepaís (foreland), em ambiente tectônico de margem convergente (ativa)."><span style="color: red; font-family: arial, sans-serif; font-size: x-large;"><b>Turbidite Sequences</b></span></span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="text-align: -webkit-auto;" title="Turbiditos são depósitos sedimentares orginiados por correntes de turbidez submarinas, sobretudo em bacias de antepaís (foreland), em ambiente tectônico de margem convergente (ativa)."><span style="color: blue; font-family: arial, sans-serif; font-size: x-large;"><b><br />
</b></span></span></span></div>
<div style="text-align: justify;">
<span style="text-align: -webkit-auto;" title="Turbiditos são depósitos sedimentares orginiados por correntes de turbidez submarinas, sobretudo em bacias de antepaís (foreland), em ambiente tectônico de margem convergente (ativa)."><span style="font-family: arial, sans-serif; font-size: large;"></span></span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"> Turbidites are syntectonic sedimentary deposits orginated by deep submarine turbidity currents, especially in foreland basins, in tectonic setting of convergent margin (active). To most part of geologists, turbidite is a sequence of layers that consist of a grano-classified set of sandstone strata/pelitic sediments, generally in fining-upward that were deposited by turbidity currents and is commonly covered by hemipelagic pelites containing assemblages of deep-water fossils.</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"><br />
</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"> The deposits are formed by concentrated hyperpicnal flow, building a succession of sandy and hemipelagic sediments very thick set of sedimentary strata (layes), deposited in a short period of geologic time. They are linked to the rising of orogenic chains, exposing the crystalline basement, intense denudation through small rivers that lead quickly (in terms of geological time) with large amounts of sediment deposition in a confined environment, in the context of deep water, forming typical sedimentary structures. The composition of turbidite sequences may be siliciclastic (sands, pelites), carbonates, lithic fragments, salt, volcaniclastics and others.</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"><br />
</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"> </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">The turbidites are characterized by layers (bed) with great lateral continuity, bedding regularly and generally gradational with thinning of the grains to the top of each stratum (layer), ripple marks, association of hemipelagic sediments, base-layer structures as sole marks, flutecasts, marks objects (toolmarks, grooves). Each stratum of turbidite (bed) is deposited in a single one event (flow). The partition of energy between dense and turbulent flow during a turbidity event gives the typical features of these deposits. In Bi-partite flows dense and fast deposition commonly form massive sandstones while turbulent flow will deposit fine sediments (pelites).The deceleration of the turbulent flow may form ripple marks before decanting the less dense materials and the finer particles, such as clays and silts.</span><br />
<br />
<br />
<span style="font-family: arial, sans-serif; font-size: large;">The characterization of some facies and processes associated with siliciclastic turbidites comes primarily from the observation of the structures formed in the ignimbrite flows, which are volcaniclastic rocks.</span><br />
<span style="font-family: arial, sans-serif; font-size: large;"><br /></span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"><br />
</span></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<span style="font-family: arial, sans-serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpY8wqyN0EcAi9ITTzXHD9DbWmxN44vPb_jn1Y7a-C-FuMLRkLzrjF41PmOx7hqxBluuvg3fkLJMTYJCTF7jmCQrCyA54AXDdWoCy1y6L7V6iw3y9E4foePtMsgzxuvaGoDj6MgIlgzPSC/s1600/Turbidite_Miocene_Gorgoglione+Flysch_South_Italy.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpY8wqyN0EcAi9ITTzXHD9DbWmxN44vPb_jn1Y7a-C-FuMLRkLzrjF41PmOx7hqxBluuvg3fkLJMTYJCTF7jmCQrCyA54AXDdWoCy1y6L7V6iw3y9E4foePtMsgzxuvaGoDj6MgIlgzPSC/s640/Turbidite_Miocene_Gorgoglione+Flysch_South_Italy.JPG" width="640" /></a></span></div>
<div style="background-color: white; text-align: center;">
<span style="font-family: 'Trebuchet MS', sans-serif;"><b><span style="background-color: #f9f9f9; line-height: 15px; text-align: left;">Spetacular turbidite outcrop. Gorgoglione </span>Flysch<span style="background-color: #f9f9f9; line-height: 15px; text-align: left;">, Miocene, South Italy</span></b></span> <br />
<span style="background-color: #f9f9f9; font-family: sans-serif; font-size: 11px; line-height: 15px; text-align: left;"><br />
</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"> </span><br />
<span style="font-family: arial, sans-serif; font-size: large;">Classical turbidite deposits with high efficiency flux occur in the European foreland basins, with the best expositions in the Apennines of Italy, Spanish Pyrenees, Western Alps in France. In Brazil, </span><span style="background-color: white; font-family: arial, sans-serif; font-size: large;">State of Santa Catarina, </span><span style="background-color: white; font-family: arial, sans-serif; font-size: large;">typical turbidites occur in Early Paleozoic Itajai Basin and in some Proterozoic basins.</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"><br />
</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"> The turbidite sequences are highly sought by petroleum geologists because they can constitute good reservoirs for hydrocarbons (oil and natural gas).</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"><br />
</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"> Among the scholars of the turbidite sequences are Carlo Migliorini, Kuenen, Arnold Bouma, Emiliano Mutti, Franco Ricci-Lucchi, Shanmugan, Mulder, Pickering, Normark, Lowe, Middleton, P. Heller, Kneller, R. Tinterri and many others.</span></div>
<div style="text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"><span style="background-color: white;"><br />
</span></span></div>
<div style="text-align: justify;">
<span style="font-family: arial, sans-serif; font-size: large;"><span style="background-color: white; color: #333333;"> But what would be the unconventional ideas on the issue of use of the term <b><u>turbidite</u></b>? The issue is the problem caused by the confusion that is made to designate and generalize as turbidites all sedimentary sequences deposited in the context of deep water, especially those that occur in divergent margins (passive margins). Deep-water deposits in divergent margin could not be designated as turbidites because they are related to flows of low efficiency (energy), mainly linked to the response of sea level oscillation, frequently in Lowstand System Tract. The big rivers carry sediments during flood events, but if the sea level remains stable, these sediments are not transported beyond the slope and remain, whether in bars or as mouth-bars of the rivers, in deltaic deposits, dominated by rivers, waves or tides. Part of these sediments can reach regions offshore platform, but the transfer of large amounts of sediment can only be transported by catastrophic event with significant fall of sea level. In this context, strong erosion occur in the </span></span><span style="background-color: white; color: #333333; font-family: arial, sans-serif; font-size: large;">onshore</span><span style="background-color: white; color: #333333; font-family: arial, sans-serif; font-size: large;"> </span><span style="background-color: white; color: #333333; font-family: arial, sans-serif; font-size: large;">basin drainage (watershed) and forming incised valleys in environments of near-shore and platform (shelf), developing of deep cut canyons on the slope that will facilitate transport beyond the slope of those materials present on the platform, and its final deposition at basin floor. In some areas, deep-water bottom-currents may rework slightly the top of turbidite sediments and form contourite deposits. However, even all these process does not have high efficiency to form the typical features of classic turbidites present in foreland basins. Thus it seems desirable to use the term <b>turbidite </b>only for deposits with typical sedimentary facies and its association such as those occurring in the foreland basins, with deposition associated to deep confined environments, source and transport of sediments due high rising of mountain chain and small dirty-rivers. In any case, much remains to be understood about the processes that form turbidite sequences.</span><br />
<span style="background-color: white; color: #333333; font-family: arial, sans-serif; font-size: large;"><br /></span>
<span style="background-color: white; color: #333333; font-family: arial, sans-serif; font-size: large;"><br /></span>
<span style="background-color: white; color: #333333; font-family: arial, sans-serif; font-size: large;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKynBGx7gmpu1rwYl6MUMnqdOI0OCEFClPLmFVb3SpaPQ9U_XcdIMYkGZ82aufnFBg0YLRYztvWhZUrlaNIUgwskaL4zeqH-Sv2lGiV4rucFuq4wbK24EClUQVWH_5wdxIkyvpGhI2NWa9/s1600/Thin+bedded+turbidites.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKynBGx7gmpu1rwYl6MUMnqdOI0OCEFClPLmFVb3SpaPQ9U_XcdIMYkGZ82aufnFBg0YLRYztvWhZUrlaNIUgwskaL4zeqH-Sv2lGiV4rucFuq4wbK24EClUQVWH_5wdxIkyvpGhI2NWa9/s640/Thin+bedded+turbidites.jpg" width="480" /></a></div>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}" style="background-color: white; margin: 0px 0px 5px; padding: 0px 20px 0px 15px; text-align: justify; word-break: break-word; word-wrap: break-word;">
<span style="color: #333333; font-family: Trebuchet MS, sans-serif;"><span style="font-size: small; line-height: 17px;">Zumaia is a small village along the coast of Guipúzcoa (Basque Country). Famous in this area is known as the geological formation Flysch Zumaia. These impressive outcrops, often with verticalized layers and extraordinary continuity, ranging from Late Cretaceous to Paleogene. This alternation of calcareous clay and marl are a classic example of Flysch, i.e. classical turbidite sediments.</span></span></h5>
</div>
</div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com3tag:blogger.com,1999:blog-912833525313223921.post-12114317574999627602012-01-22T02:28:00.003-02:002012-02-05T23:25:57.702-02:00Peat Formation<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><b style="background-color: whitesmoke; font-family: Arial, Helvetica, sans-serif; line-height: 18px;"><span style="color: red; font-size: x-large;">Peat Formation</span></b> </div><div style="text-align: justify;"><b style="background-color: whitesmoke; color: blue; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px;"><span style="font-size: large;"><br />
</span></b></div><div style="text-align: justify;"></div><br />
<div style="line-height: 18px; text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> According to the scientist <b><a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold</a></b>, in his book <b>"The Deep Hot Biosphere"</b>, peat and lignite are clearly biological materials, but the reason for their accumulation may well lie in the circumstances created by non-biological hydrocarbons that happen to upwell from below and that may also add more carbon than contained in the plants involved.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Peat and lignite also represent a most interesting partnership between biogenic and abiogenic carbon sources. The anoxic situation in the swamp may often be due to the rapid growth of bacteria plundering any available oxygen atoms in order to burn, for their metabolic needs, abiogenic methane upwelling from below. Because methane is such a desirable food, methanotrophic microbes will outcompete those tha would otherwise use oxygen to attack the plant debris, the cellulose and lignin molecules of which many may be particularly resistant to attack. A swamp will then be created from all the plant material that has accumulated and not yet decomposed.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> It's also interesting that where a patch of peaty terrain in Switzerland are vegetated by the same flora that is characteristic of peat bogs that occurs on steep hillsides, along fault lines that run transverse to the slope hill. Methane outgassing is therefore likely to create peat and lignite deposits in regions overlying a strong flow of hydrocarbons.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Element mercury sometimes occur at trace content associated to peat. Some researchers report this evidence, meanwhile they used to link the presence of mercury due to anthropic cause, i.e. industrial pollution and for the old peat they link to the epoch of Industrial Revolution, which is nonsense. Mercury is related to gaseous <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">abiogenic hydrocarbon</a> upwelling, mainly dimethyl-mercury as also occur in coal deposits by the same process.</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Certain kinds of continental sponges as Family of Porifera Metaniidae may also associate with altitude peat along fault lines or lagoons. Methane outgassing is frequently measured over these places.</span></div><br />
<br />
</div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com2tag:blogger.com,1999:blog-912833525313223921.post-14680929426189163492012-01-21T12:13:00.002-02:002012-02-05T23:26:14.136-02:00Origin of black coal<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><br />
</div><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;"><b><span lang="EN-US"><span style="color: red; font-size: x-large;">Origin of Black Coal</span></span></b></span></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><div style="text-align: justify;"><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; font-size: large; text-align: -webkit-auto;"><br />
</span></div></div><div style="text-align: justify;"><span style="color: #333333; font-family: arial, sans-serif; font-size: large;"> Many people think that the process of coal formation is fully understood. </span><span style="color: #333333; font-family: arial, sans-serif; font-size: large;">The paradigm is that coal is essentially a product formed through the burial of plants and, according to this conventional view, the common presence of plant fossils associated with coal deposits therefore would explain intrinsically throught biogenic origin. However, there are much evidences related to the coal origin that are not yet understood.</span></div><div style="text-align: justify;"><span style="color: #333333; font-family: arial, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="color: #333333; font-family: arial, sans-serif; font-size: large;"> The American scientist <b><a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold</a></b> proposed in his book "The Deep Hot Biosphere" an insight into the processes of coal formation very different from the conventional view. He states that the existence of fossils with an excellent state of preservation, including textures at the cellular tissues level, proves that coal can not be formed through biogenic origin.</span><br />
<span style="color: #333333; font-family: arial, sans-serif; font-size: large;"><br />
</span><br />
<span style="color: #333333; font-family: arial, sans-serif; font-size: large;">He said in an interview:</span><br />
<span style="color: #333333; font-family: arial, sans-serif; font-size: large;"><br />
</span><br />
<div style="text-align: justify;"><span style="color: #274e13; font-family: arial, sans-serif; font-size: large;"><i><b>“The coal we dig is hard, brittle stuff [but] it was once a liquid, because we find embedded in the middle of a six-foot seam of coal such things as a delicate wing of some animal or a leaf of a plant. They are undestroyed, absolutely preserved, with every cell in that fossil filled with exactly the same coal as all the coal on the outside... The fact that coal contains fossils does not prove that it is a fossil fuel; it proves exactly the opposite. Those fossils you find in coal prove that coal is not made from those fossils. How could you take a forest and much it all up so that it is a completely featureless big black substance and then find one leaf in it that is perfectly preserved? That is absolute nonsense.”</b></i></span></div><span style="color: #333333; font-family: arial, sans-serif; font-size: large;"><br />
</span><br />
<div style="text-align: center;"><img height="300" src="http://farm4.static.flickr.com/3272/2941739750_deac1ef847.jpg" width="400" /> </div></div><div style="text-align: justify;"><div style="text-align: center;"><span lang="EN-US" style="font-size: 12pt;"> </span><b><span style="font-family: 'Trebuchet MS', sans-serif;">Highly preserved plant fossil in black coal</span></b></div><div style="text-align: center;"><b><span style="font-family: 'Trebuchet MS', sans-serif;"><br />
</span></b></div></div><div style="text-align: justify;"><span style="color: #333333; font-family: arial, sans-serif; font-size: large;"> The <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">abiogenic theory</a> then, combined with the deep, hot biosphere theory is as <b>Gold</b> succinctly phrases it; <i>“not biology that has been reworked by geology but geology that has been reworked by biology”</i>. One might expect coal to be the exception; surely coal is the result of degraded plant life and ancient swamps. <b>No</b>, says <b>Gold</b>, but he does make a partial exception for peat and lignite, which are indeed reworked plant life with some help from primordial hydrocarbons. But black coals come from the same upwelling of hydrocarbons as petroleum and methane, originating far below the sedimentary layers. The process is essentially a sequential loss of hydrogen atoms as hydrocarbons upwell through porous rock, and this is the primary reason why so many petroleum fields are configured in a “layer-cake” manner. Methane is at the lowest depth, layered on this is light crude, next come the heavier oils, and then often on top of all is blackcoal. This correlation of coal with petroleum fields can be seen in many parts of the world </span><span style="color: #333333; font-family: arial, sans-serif; font-size: large;">(see pictures of US oil and coal maps below)</span><span style="color: #333333; font-family: arial, sans-serif; font-size: large;">. The blacker the coal the greater the hydrogen loss and the greater the carbon to hydrogen ratio. How do the hydrocarbons lose their hydrogen atoms? Though many factors are involved, and we can go no further into the technical details here, there is a gradual process of oxidation as the hydrocarbons upwell, and carbon deposits left behind tend to be a catalyst for more carbon deposits, not unlike what happens in an internal combustion engine.</span></div></div><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"><div style="font-family: Arial, Helvetica, sans-serif; text-align: left;"><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%; font-size: medium;"><span style="text-align: justify;"><br />
</span></span></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;"><b><u><span lang="EN-US"><span style="font-size: x-large;">Coal formation</span></span></u></b></span></div><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%; font-size: medium;"></span></span></div><div class="MsoNormal" style="font-family: Arial, Helvetica, sans-serif; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: medium;"><br />
</span></div><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"><div style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><b><span lang="EN-US">Biogenic</span></b><span lang="EN-US"> (Orthodox): Coal is a material derived from organic detritus (plant material) that was buried and compressed. </span></span></div><br />
<div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz8rye9UTmVnfC7ez_kj3xfQKSvqIrNQnhFJ8DQeK4Q3FdEdNa9NaJqm_IjMpZgTRg3IieWIo5qWmtAPX7nWQ06lpwyyikmyxyu72CVvzjBkNYPsx4fnCm4pa74ys5UOqE4W27jLRhyB8/s1600/ScreenShot231.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="background-color: white; color: white;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz8rye9UTmVnfC7ez_kj3xfQKSvqIrNQnhFJ8DQeK4Q3FdEdNa9NaJqm_IjMpZgTRg3IieWIo5qWmtAPX7nWQ06lpwyyikmyxyu72CVvzjBkNYPsx4fnCm4pa74ys5UOqE4W27jLRhyB8/s400/ScreenShot231.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="400" /></span></a><span lang="EN-US" style="font-size: 12pt;"> </span></div><div style="text-align: center;"><span lang="EN-US" style="font-size: 12pt;"> </span><b><span style="font-family: 'Trebuchet MS', sans-serif;">Coal mining in Indonesia</span></b></div><div style="font-family: Arial, Helvetica, sans-serif;"><br />
</div><div style="font-family: Arial, Helvetica, sans-serif;"><br />
</div><div style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><b><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;">Abiogenic</span></b><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;">: Coal (black only) is a material that may contain the presence of organic compounds, but that was filled by <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">inorganic hydrocarbons</a> that migrated by continuous upwelling come from great depth </span><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;">and reached these deposits in the surface</span><span lang="EN-US" style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;"> and preserving fine debris and cellular tissues of plants. Such a situation may occur in the surface migration of methane and oil on areas of marshes or peat.</span></span></div><div style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><span lang="EN-US">Several metals such as Nickel, Vanadium, Chromium, Cadmium, Mercury, Arsenic, Lead, Selenium, among others, are also present in coal. Many </span><span lang="EN-US">coals </span><span lang="EN-US">are sometimes </span><span lang="EN-US">bituminous </span><span lang="EN-US">and also have high sulfur content. <span style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;">As with oil, these metals come from deep inside the Earth (mantle) and black coal only represent stages in high loss of hydrogen of primordial hydrocarbons and intense biodegradation at shallower levels as postulated by <b><a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold</a></b>.</span></span><br />
<span lang="EN-US">It's interesting that the same biomarkers found in oil are present in coal and represent, of course, parts of prokaryotic archaea that re-worked primordial hydrocarbons.</span></span></div><div style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><span lang="EN-US">It's not rare </span><span class="long_text" id="result_box" lang="en"><span class="hps">association</span> <span class="hps">of uranium with</span> black <span class="hps">coal deposits</span></span><span lang="EN-US">.<span style="background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 0%;"> A</span></span><span class="long_text short_text" id="result_box" lang="en"><span class="hps" title="Clique para mostrar traduções alternativas">ssociation</span> <span class="hps" title="Clique para mostrar traduções alternativas">of</span> biocide and poisonous element <span class="hps" title="Clique para mostrar traduções alternativas">mercury</span> with <span class="hps" title="Clique para mostrar traduções alternativas">coal</span> <span class="hps" title="Clique para mostrar traduções alternativas">is</span> also <span class="hps" title="Clique para mostrar traduções alternativas">common evidence. </span></span><span lang="EN-US">In many coal deposits in the world are commonly found thin white layers called <i>tonsteins</i> that consisting of kaolin material, sometimes interpreted as volcanic ash.</span><br />
<span lang="EN-US">There are some occurrences of coal in Precambrian, Neoproterozoic. According to fossil record of planet Earth there's no superior plant at that time, then the Proterozoic coal is surely abiotic and represents probably ancient oil accumulation with high hydrogen loss and biodegradation of primordial hydrocarbons.</span><span class="long_text" id="result_box" lang="en"><span class="hps"><br />
</span></span></span></div><div style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><span class="long_text" id="result_box" lang="en"><span class="hps">Coal</span> <span class="hps">sometimes occurs in</span> <span class="hps">thick layers</span><span class="">, as shown</span> <span class="hps">in the pictures below</span><span class="">.</span> <span class="hps">It would be</span> <span class="hps">hard to </span></span><span class="long_text" id="result_box" lang="en"><span class="hps">imagine</span> <span class="hps">a</span> <span class="hps">swamp or</span> <span class="hps">an</span><span class="hps">area</span> </span><span class="long_text" id="result_box" lang="en"><span class="hps">with </span></span><span class="long_text" id="result_box" lang="en"><span class="hps">thick</span> <span class="hps">ancient forests </span></span><span class="long_text" id="result_box" lang="en"><span class="hps">accumulated</span> </span><span class="long_text" id="result_box" lang="en"><span class="hps">and its volume decreased after the</span> <span class="hps">water loss</span> <span class="hps">and compaction</span> <span class="hps">of the layers</span> <span class="hps">to form</span> <span class="hps">a</span> <span class="hps">thick </span></span><span class="long_text" id="result_box" lang="en"><span class="hps">coal </span></span><span class="long_text" id="result_box" lang="en"><span class="hps">layer</span><span class="hps">.</span></span></span></div><div style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><span class="long_text" id="result_box" lang="en"><span class="hps">Only the</span> <span class="hps">brown</span> <span class="hps">coal</span> <span class="hps atn">(</span><span class="">lignite</span><span class="">)</span> <span class="hps">should be considered</span> </span><span class="long_text short_text" id="result_box" lang="en"><span class="hps">dominantly</span></span><span class="long_text" id="result_box" lang="en"><span class="hps"> biogenic</span><span class="">.</span></span></span></div></div><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPLTpvWiD1uxIbHq7y8EYqmHgP5PIPOTh1PDFeI48PYZjqQY0cUmg7_nsqW2u4GDq0qgsUyMbqGkzjvg6Xe09nxmTRKKUbc9lNkDjOhey24tDcwRbjpCUSj2-4Dk-bYI14vsuay2EwdM0/s1600/ScreenShot233.jpg" style="margin-left: 1em; margin-right: 1em; text-decoration: none;"><span style="color: white;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPLTpvWiD1uxIbHq7y8EYqmHgP5PIPOTh1PDFeI48PYZjqQY0cUmg7_nsqW2u4GDq0qgsUyMbqGkzjvg6Xe09nxmTRKKUbc9lNkDjOhey24tDcwRbjpCUSj2-4Dk-bYI14vsuay2EwdM0/s400/ScreenShot233.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="400" /></span></a></div><div style="font-family: 'Trebuchet MS', sans-serif; text-align: center;"><span style="font-size: medium;"><span style="font-size: x-small;"><b>Coal layer over 100 ft - Powder River, Wyoming, USA</b></span></span></div></div><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"><br />
<br />
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg40IpDJIWE-GAvQhbmYSieuk20i140xqEuC5JC2sVCmFDB_qhCTudsBKj8rtWf4Kpg0l8TKMnikwtz8vucietsdKM48DL52WEHXws8Mm3tG2tDyQDorFmYdf3bVOKYakF6bj3OFPDlTuE/s1600/coal-wall.jpg" style="margin-left: 1em; margin-right: 1em; text-decoration: none;"><span style="color: white;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg40IpDJIWE-GAvQhbmYSieuk20i140xqEuC5JC2sVCmFDB_qhCTudsBKj8rtWf4Kpg0l8TKMnikwtz8vucietsdKM48DL52WEHXws8Mm3tG2tDyQDorFmYdf3bVOKYakF6bj3OFPDlTuE/s640/coal-wall.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="640" /></span></a></div><div style="background-color: white; color: #383838; font-family: 'Trebuchet MS', sans-serif; font-size: 13px; text-align: center;"><span style="font-size: x-small;"><b>Thick coal layer. See car and person as scale</b></span></div><br />
<br />
<span class="hps" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif; font-size: medium;"> </span><span style="font-size: large;"><span class="hps" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;">It is also common</span><span class="Apple-style-span" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;"> </span><span class="hps" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;">association</span><span class="Apple-style-span" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;"> </span><span class="hps" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;">of coal</span><span class="Apple-style-span" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;"> </span><span class="hps" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;">over oil and</span><span class="Apple-style-span" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;"> </span><span class="hps" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;">gas production</span><span class="Apple-style-span" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;"> </span><span class="hps" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;">areas</span><span class="" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif;">. See below a comparison between maps of oil and coal occurrences in the United States.</span></span><br />
<span class="" style="background-color: white; color: #383838; font-family: Arial, Helvetica, sans-serif; font-size: medium;"><br />
</span><br />
<div class="separator" style="background-color: white; clear: both; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXUf5KWmD0wnt273W2wPqxHReCEJR9yf1WaBn3JQm-gNvuycp5YnyHXubSSSp-AJWD17hQkrM-jGMBTh2LBftJX2BovvjQMD3w0MQBbFfRbHv1ltVe1V3vKid1D5Tbgf7dvNvANsGNCC4/s1600/oil+US.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-decoration: none;"><span style="color: white;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXUf5KWmD0wnt273W2wPqxHReCEJR9yf1WaBn3JQm-gNvuycp5YnyHXubSSSp-AJWD17hQkrM-jGMBTh2LBftJX2BovvjQMD3w0MQBbFfRbHv1ltVe1V3vKid1D5Tbgf7dvNvANsGNCC4/s400/oil+US.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="400" /></span></a></div><div class="separator" style="background-color: white; clear: both; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; text-align: center;"><b style="font-family: 'Trebuchet MS', sans-serif;">Oil and natural gas production areas in the United States</b></div><div class="separator" style="background-color: white; clear: both; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; text-align: center;"><b style="font-family: 'Trebuchet MS', sans-serif;"><br />
</b></div><div class="separator" style="background-color: white; clear: both; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4wc6QBUsB2LnNr20YUn0fV3kpoFuF-MXrJjkGnZox8TzeRrYXJEmGgC5HjqA4cSkHVqkYG11M1K9H2rJzJDQKKLCBR-5BbQN6ScFZpbHFtENhY_Ww4_-zx7QFVzSyxZZs0EZEAiDsqVg/s1600/Coal+Map+US.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-decoration: none;"><span style="color: white;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4wc6QBUsB2LnNr20YUn0fV3kpoFuF-MXrJjkGnZox8TzeRrYXJEmGgC5HjqA4cSkHVqkYG11M1K9H2rJzJDQKKLCBR-5BbQN6ScFZpbHFtENhY_Ww4_-zx7QFVzSyxZZs0EZEAiDsqVg/s400/Coal+Map+US.gif" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="400" /></span></a></div><div class="separator" style="background-color: white; clear: both; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; text-align: center;"><b style="font-family: 'Trebuchet MS', sans-serif;"> </b><b><span class="Apple-style-span" style="font-family: 'Trebuchet MS', sans-serif;">Main coal basins in the United States</span></b></div><div class="separator" style="background-color: white; clear: both; color: #383838; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Trebuchet MS', sans-serif;"><br />
</span></b></div><div class="separator" style="background-color: white; clear: both; text-align: justify;"><span style="color: blue; font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><b>"Petroleum and coal were made from materials in which heavy hydrocarbons were common components. We know that because the meteorites are the sort of debris left over from the formations of the planets and those contain carbon in unoxidized form as hydrocarbons as oil and coal-like particles. We find that in one large class of meteorites and we find that equally on many of the other planetary bodies in the solar system. So it’s pretty clear that when the Earth formed it contained a lot of carbon material built into it." (Thomas Gold)</b></i></span></div></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com6tag:blogger.com,1999:blog-912833525313223921.post-87528022216112337722011-12-03T20:40:00.003-02:002012-02-05T23:26:36.047-02:00Hydrocarbons and Metallogenesis<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div style="text-align: justify;"><span class="Apple-style-span" style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b>Hydrocarbons and Metallogenesis</b></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> There are several evidences of hydrocarbon association to metal ores. Black shales, specially those of high carbon content, have long been known to be enriched with a variety of transition metals, especially Mo, Zn, Vi, Cu, Cr, V, Co, Pb, U and Ag. The Kupferschiefer is associated with black shales and near Zechstein Salt in Germany. Miners try to found the black leader to prospect gold deposits. Mississipi Valley Type - MVT deposits are frequently associated with hydrothermal dolomite HTD and bitumen. In Australia, Proterozoic shales hosted Pb-Zn-Ag deposits, such as Mt. Isa, Hilton, McArthur River and Lady Loretta According. </span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The scientist<b> <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">Thomas Gold</a></b>, remind that in geology there's no understanding about the role of hydrocarbon compounds and their capacity to transport metals. </span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">This is due few people reasoning with the possibility that hydrocarbons come from great depths </span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">as</span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> oil and natural gas and that they are primordial materials. Then, most part of Economic geologists still reasoning that metals are syngenetic with shale deposition and diagenetic process would be responsible for metal concentration.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The understanding of real <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">hydrocarbon origin</a> and processes of hydrothermal salt formation maybe will be key to comprehension of certain metal ore accumulations in the Earth.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-weight: bold;"><span style="color: red; font-size: large;"><br />
</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-weight: bold;"><span style="color: red; font-size: x-large;">Metal Ores and Hydrocarbons</span></span></div><div style="text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Thomas Gold, 1994</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><br />
</b></span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The association of various metal ore deposits with hydrocarbons is a vast subject, but as yet very few people have worked on it. Many such associations have been seen, but as people did not recognize the possibility that hydrocarbons could come up from great depth, they could not see any reason for these effects. And people do not write papers to say they do not understand what they see.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The general problems about concentrated mineral deposits are the following:</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">1.) The Earth formed by the collection of solids, mostly small grains, that had the elements pretty much mixed up. There may have been some layers that had a little more of this or that, but except for iron and nickel, there were no "clean" substances in this infall. We judge this from the great array of meteorites which are samples of the various contributions the Earth received. Many detailed trace element and isotope ratios show that this is true.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> What processes would single out a particular element and cause a deposition in a location which represents a concentration by a factor of one million or more from the original mix? A fluid that moved through a large amount of the mix, and picked up in solution the particular substance, and then shed it from solution as a result of changing circumstances such as temperature, pressure, ph, or the picking up into the solution of another substance that decreased the solubility of the first. All attempts at explanation assume processes of this kind and this seems inevitable. Water is generally considered the basic fluid, usually with aggressive contaminants like salts. But when it comes to the arithmetic of these processes, there is frequently serious trouble. Many metals , especially the heavy metals, are just not sufficiently soluble in brines. or in any aqueous fluids. The excerpt from Krauskopf (appended here) refers to this difficulty. Many other authors have also noted it.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In my view hydrocarbons come towards the surface from depths between 150 and 300 km. They therefore leach through a very large amount of rock as they are driven up by buoyancy forces. Effective leaching requires powerful pumping action to drive fluids though fine pores and for a large distance: fluids coming up from great depth have of course this advantage. By comparison surface waters running through some crustal rocks have an incomparably smaller driving force. The leaching has to be due to fluids that originate at depth, because only those have the pressure differentials that are required for effective leaching.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">2.) Which fluids have the capability to take into solution such substances as heavy metals or metal compounds?</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> At high pressures and temperatures many metals will form organometallics, that means molecules that combine metal atoms with such elements as carbon and hydrogen, possibly with some nitrogen and oxygen also. Most organometallic compounds are soluble in hydrocarbon oils. Such oils, being forced through the rocks, will have a chance to combine with metals in the rocks to make organometallic compounds. In turn those that are soluble in the oils can then be transported by that same flow. This will be so also for many metals that have very low solubilities in aqueous liquids.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">3.) What process can be so selective that it will deposit one metal ore in one location and another often nearby? What liquid stream will just leach out copper from the rocks, while another nearby stream will leach out zinc? Or why platinum here and gold there?</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The hydrocarbon flow, on the way up, will make a large array of molecules, in detail depending on such things as the carbon-hydrogen ratio, the ratio to other elements like nitrogen and oxygen, the catalytic action of specific minerals in the rocks, and the pressure-temperature regime it finds on the way. Among those molecules may be a class that is particularly favourable for forming a particular organometallic compound with one metal, another class with another. The great diversity of hydrocarbon molecules is thus the reason for the selectivity in the metal deposits. Certain groups of metals occur in close association, presumably because there exists a hydrocarbon stream there, and similar hydrocarbons that were abundant in that location have selected that group because these respond similarly. Thus lead and zinc are found together, gold and silver, etc.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> When these metal-laden streams come nearer to the surface, and reach lower pressures and temperatures, many of the compounds become unstable (many carbon compounds are stable at a high pressure only, like diamond). Also bacterial action may destroy them, as the bacteria will preferentially remove the hydrocarbon components. In this way the naked metal atoms remain.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The close association of gold with carbon is well recorded in the literature. Conventional wisdom gives no hint of an explanation either for the association with carbon, or even for the occurrence of metallic gold altogether. It seems that carbon is an essential component in the laying down of gold. The gold miners of olden days knew this very well, and followed the "black leader", a trail of carbon black that led frequently to a gold deposit.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> It is interesting that the other substance that is commonly associated with gold is silicon dioxide. Silicon is in the same column, two below carbon, in Mendeleev's table of the elements and it has very similar properties. It will form oils that are quite similar to hydrocarbon oils, but frequently with higher thermal stability. I do not know (and possibly no one knows) whether at high temperatures and pressures, it will form silicon-metallic compounds, analogous to organometallics. An argument in favour of this would be the occurrence of gold in quartz veins rather than in quartz deposits, suggesting a common migration path. Mercury, found as the sulfide cinnabar, is often together with oil and tar.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Many metals will of course make sulfides, if sulfur is available. Thus mercury may come up in a gas stream as mercury vapor or as dimethyl-mercury, but have enough sulfur to be turned into cinnabar. It is the same for many other metals, they would not resist being turned into the sulfide. For mercury it is particularly clear that it has come from great depths, as it is strongly associated with helium, in particular with helium high in helium-3, which is the marker for primordial helium, caught in the formation process of the Earth, and not merely derived from the radioactivity of uranium and thorium.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In the drilling in the Siljan Ring structure in Sweden, large quantities of magnetite were found. Some twelve tons of a mix of very fine grained magnetite and natural petroleum were pumped up from one wellbore, and some kilograms of a similar paste were pulled up on the drillstring in a second hole. At the deeper levels, below 5 km, the magnetite paste impeded the drilling operation in both holes. It appears that it was this same paste that prevented any substantial inflow into the wellbores, necessary for any commercial production. Investigations by laboratories including that of the Danish Geological Survey, showed the oil to be an ordinary type of crude, somewhat biodegraded. In the second hole no drilling fluids were introduced that could possibly have resulted in the oils seen.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The origin of such clean, concentrated magnetite and its very small grain size, much of it in the micron size range, certainly present a puzzle. Moreover the entire Siljan Ring structure displayed a positive magnetic anomaly, quite accurately centered in the ring. It therefore seems very likely that this same magnetite paste was the source for the magnetic anomaly, and that it was present in sufficiently large amount to account for it. If this is considered a possibility, then one may well wonder whether the various other large magnetite deposits of Sweden have a similar origin.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The only clues we have about the origin of the Siljan magnetite come from the detailed trace element and isotope observations of it. Neutron activation analysis (done by the Los Alamos National Laboratory) showed a substantially different admixture of trace elements from the local granite or the much larger magnetite grains in it. For example the paste magnetite contained only 1/30th of the amount of Mg-27 as the magnetic grains of the granite; 1/7th of the Na-24; but 100 times as much Zn-65 (there is a commercial zinc mine in the region); 10 times as much Ba-131 and Ba-139; less than 1/10th the amount of Nd-148. Several other equally large differences were found. It does not seem probable that any iron oxide in the local granite can be the origin of the magnetite paste: no processes are known that could have separated these elements so sharply. One may therefore consider the possibility that all this magnetite has been brought up as an organometallic from a totally different chemical domain such as the mantle. It would be most illuminating to analyze some of the other magnetite deposits of Sweden for similar anomalies.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> From Introduction to Geochemistry, Konrad B. Krauskopf, McGraw Hill, 1982, p. 395.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> This is similar to the question we tried to answer in the last section, as to the minimum concentration of metal in a magmatic gas that would be significant for the formation of ore deposits. We proceed in the same way, using rough numbers to establish a limit of reasonableness. Suppose, for example, that an ore solution carried 10-7 g/liter of zinc. To deposit 1 ton of metal would require a minimum of 1010 cubic meters of solution, approximately the volume of water carried to the sea each year by the Hudson River (average flow approximately 10,000 sec-ft). Such a solution traversing a vein at a rate of 10 ft3/sec could deposit 1 ton of zinc in a thousand years, provided that all the dissolved zinc precipitates. The amount of water and the amount of time seem excessive, by comparison with scanty data on the flow of hot springs and on the geologic times required for the formation of ore bodies. Thus 10-7 g/liter can be taken as an absolute minimum, below which the concentration of metal is too small to be of interest. For most purposes a somewhat larger figure, say 10-5 g/liter, is a more reasonable minimum.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">By this criterion the solubility of ZnS is barely high enough to be of interest at a temperature of 200° and a pH as low as 5. The calculated solubilities of the sulfides of some other common metals (Mn, Fe, Co, Pb) have a similar order of the amounts of metal that can be carried by hot sulfide solutions seem far too small, except for a few metals under the most favorable assumed conditions, to account for the origin of ore deposits. This is the long-standing difficulty with the classical hydrothermal hypothesis.</span></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0tag:blogger.com,1999:blog-912833525313223921.post-86277266429702270602011-12-03T00:41:00.004-02:002012-02-05T23:26:52.195-02:00Origin of Carbonate Rocks<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><b><span lang="EN" style="color: red; font-family: Arial, sans-serif; font-size: x-large;">Origin of Carbonate Rocks</span></b><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> In geology, <b>carbonates</b> </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">are a class of sedimentary rocks compose primarily of carbonate minerals. Two major types are limestone, which is composed of calcite or aragonite (different crystalline forms of CaCO3) and dolostone, which is composed of the mineral dolomite (CaMg(CO3)2).</span></div><div style="text-align: justify;"><span lang="EN" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> There are are many studies published in books, papers about carbonate rocks, mainly related to depositional environments, variations in textures, structures, facies, mineralogy, stratigraphy, diagenesis, deformation, formation of karst processes, paleontological content (fossils), isotopic studies, among others. The carbonate record is also relatively well documented by geological studies in many carbonate platforms from the Archean to recent.</span><br />
<span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> Nevertheless the problem lies in the fact that, in geology, there is little concern about the origin of this rock type. <o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;">The questions are:<o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><ul><li><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> Where does come from carbon present in the carbonate rocks?</span></li>
<li><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> What are the causes of the beggining of carbonate sedimentation?</span></li>
<li><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> What are the processes responsible for the formation of dolomite and dolostone?</span></li>
</ul><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> The ideas based on the principles of uniformitarianism have not resolved these issues. This problem is due geology not yet provided an understanding of the process of planetary formation, the <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">origin of natural hydrocarbons</a> and the carbon cycle, from deep within the Earth to ocean-atmosphere-biosphere systems.</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;"><br />
</span></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> According to the scientist <b><a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">Thomas Gold</a></b>, surface of the Earth is very rich in carbon and deserves an explanation. Four-fifth of this carbon is oxidized, mainly in the form of carbonates. Studies of Earth's carbon budget made by the Massachusetts Institute of Technology - MIT show that the carbonates represent about 5% of global carbon and about 83% of carbon in Earth's surface or near surface.<o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;"><br />
</span></span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5OqQphs2xPEaAH8okWAWyylmfGhxFhjRi22k2cha7bg-nMmqRyn9TQFmq9U0mv7dJ4KF15z_Di3KT8WaGwuv1_Ho-uDP_VWsN-RVN-IRZ3lt0plY9AeeeBjEKIj0O1DtTn4gL0wwGaH-b/s1600/ScreenShot237fd.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="496" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5OqQphs2xPEaAH8okWAWyylmfGhxFhjRi22k2cha7bg-nMmqRyn9TQFmq9U0mv7dJ4KF15z_Di3KT8WaGwuv1_Ho-uDP_VWsN-RVN-IRZ3lt0plY9AeeeBjEKIj0O1DtTn4gL0wwGaH-b/s640/ScreenShot237fd.jpg" width="640" /></a></div><span class="Apple-style-span" style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;"><br />
</span></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> The carbon present in carbonate rocks can be derived from excess methane in the ocean-atmosphere by outgassing of hydrocarbons and carbon dioxide from the primordial Earth's mantle. The dissociation of methane and its reaction with oxygen is then responsible for carbon oxidation and the formation of calcium carbonate salt would be common in this paroxysm, since calcium is an abundant element on Earth. Methane is a greenhouse gas 20 times more potent than carbon dioxide and fixation in carbonates, its precipitation in marine and lake environments would be responsible by the removal excess of carbon of the oceanic-atmospheric pool. The carbonate rocks are highly chemically reactive and are reworked by sedimentary processes in the Earth's dynamic systems. Living organisms take advantage of the calcium carbonate to build their skeletons and structures and can also be entirely reworked and re-sediment bioclastic carbonate rocks.<o:p></o:p></span><br />
<span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> Cap carbonates occur after glacial periods, mainly in Neoproterozoic (Sturtian and Marinoan glacial events). Methane released from permafrost with excess in atmosphere could be incresead to form overlying carbonate sequences.</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;"><br />
</span></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span class="Apple-style-span" style="font-size: large;"><span lang="EN-US" style="font-family: Arial, sans-serif;"> The process of </span><span class="Apple-style-span" style="font-family: Arial, sans-serif;">dolomite</span><span class="Apple-style-span" style="font-family: Arial, sans-serif; text-align: left;"> </span><span class="Apple-style-span" style="font-family: Arial, sans-serif;">formation is still an enigma for geology. However it is known that </span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: Arial, sans-serif;">dolomite </span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: Arial, sans-serif;">mineral do not precipitate in laboratory and </span><span class="Apple-style-span" style="font-family: Arial, sans-serif;">the features in the</span><span class="Apple-style-span" style="font-family: Arial, sans-serif;"> process of dolomitization are best explained when related hypogene hydrothermal fluids from depth through deep faults, from which the magnesium that is incorporated into calcium carbonate. Primordial hydrocarbons sometimes occur associated to dolostones (hydrothermal dolomite - HTD) and frequently remain as bituminous material after intense biodegradation in carbonate vugs. </span></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span class="Apple-style-span" style="font-size: large;"><br />
</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> It is common association of carbonate sequences with sequences of halide salt as halite (</span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">traditionally the</span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">so-called evaporites). The gypsum and barite formed as sulphates, also associated with volcanic and hydrothermal systems that brings sulphur. </span><span style="font-family: Arial, sans-serif; font-size: large;"><a href="http://unconventionalgeology.blogspot.com/2011/11/hydrothermal-salt.html" target="_blank">Hydrothermal Salt</a> theory and <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">abiotic hydrocarbons</a> are maybe a clue to u</span><span style="font-family: Arial, sans-serif; font-size: large;">nderstanding the process of dolomite formation.</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;"><br />
</span></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: whitesmoke; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> Indeed, understand release of primordial methane maybe would be the key for understand origin of carbonate rocks in the geological record. The dolomitization process it seems related to mantle deep fluids which bring hydrocarbons (oil and gas) and halogens similar to hydrothermal process of salt formation and its interaction with carbonate rocks.</span><br />
<span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com2tag:blogger.com,1999:blog-912833525313223921.post-58788031197735720402011-11-26T02:47:00.010-02:002013-02-03T15:23:52.104-02:00Hydrothermal Salt<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="background-color: #f3f3f3;">
<br /></div>
<div class="MsoNormal" style="background-color: #f3f3f3; text-align: left;">
<span class="hps"><span lang="EN" style="background-color: whitesmoke; line-height: 27px;"><span class="Apple-style-span" style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b>Hydrothermal Salt</b></span></span></span></div>
<div class="MsoNormal" style="background-color: #f3f3f3; text-align: left;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps"><span lang="EN" style="background-color: whitesmoke; line-height: 115%;"><br />
</span></span></span></div>
<div class="MsoNormal" style="background-color: #f3f3f3; text-align: justify;">
</div>
<div class="MsoNormal" style="background-color: #f3f3f3; margin-bottom: 0.0001pt; text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"></span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> Most part of geologists still believe that salt rocks as halite NaCl, anhydrite CaSO4, gypsum CaSO4·2H2O, sylvite KCl, tachyhydrite CaMg2Cl6·12H2O, carnallite KMgCl3·6H2O, among others would be formed intrinsically by evaporation processes of shallow saline waters at surface environments and thus would configure sequences formed by the so-called "evaporites" which would be a class of chemical sedimentary rocks. The paradigm of the model related to formation of evaporites dates since 1849 by Italian chemist Usiglio and after proposals by </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">Bischof</span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> and </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">Ochsenius, respectively in 1854 and 1877 based on previous ideas would take place through the model of restriction by a barrier (Barrier Model) of saline water bodies where the salt to precipitate and form layers according to its solubility, concentration and evaporation rates that are influenced by topography and arid climates.</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> Would be traditional evaporite model the only real explanation for the genesis of salt deposits? </span><span style="font-size: large;"><span style="font-family: Arial, Helvetica, sans-serif;">The traditional evaporite model is, however, not the only way of explaining all the salts appearing on Earth today. Thus, a group of Norwegian scientists have, over the past decade developed the new Hydrothermal Salt Theory (Hovland <i>et al</i>., 2006). Unlike the traditional model, this theory is more physically and chemically consistent, and over time, may take over parts of the current view. The new theory is not only valid on Earth, but also on planet Mars, where probably there are salt domes and salt deposits (Hovland <i>et al</i>., 2009)</span></span><br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span class="Apple-style-span" style="font-size: large;"><br />
</span></div>
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> </span><span style="font-size: large;"><span style="font-family: Arial, Helvetica, sans-serif;">According to this new theory, </span></span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">Salt is originated from hydrothermal systems deep-through where supercritical water acts on stage at certain conditions of pressures and temperatures in a superior range of the superficial environments. The molecules of supercritical water has no polarity and, different of non-critical water (normal water), indeed supercritical water can not dissolved salts and carrier them from deep sources brines to surface environments where then the effects of climate dry and restrictions areas in lakes or marine environments such salts are accumulated, reworked, precipitated, redissolved, reprecipitate forming spetacular sequences of salt rocks.</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> It is noteworthy that there is no rock-forming minerals in the crust of the Earth with high content of chlorine or abundance to justify the occurrence of huge deposits of salt halite (NaCl). It makes sense then think that salt would not be derived primarily only from the dissolution of surface rocks. By the other hand, salt usually occurs associated with volcanic environments and hydrothermal systems as mud volcanism, for instance. There are many examples in the world, in marine, estuarine and continental environments and also a wider range of altitudes. </span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> Good example of non-marine salt association is the salt of the Salar de Uyuni, in Bolivia. This occurrence is situated over 3,650 m altitude in the Andes, wide more than 100 km in area about 3,000 square miles. The salar is surrounded by several volcanic buildings. Another example is the Danakil Depression, in Ethiopia, Eritrea and the salts that occur in the Afar Triangle in Djibouti, where there is also intense volcanism. White Sands National Monument, in New Mexico, USA is another good example of salt related to volcanism. In this place there are spetacular dunes, not sand dunes, but gypsum dunes and the Carrizozo Malpais lava flow, over 70 km long, occurs closely towards north of White Sands. There also many similar occurences in the world.</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHobE1pck-nCHC7MZjqhamtnST69Zi1_fyZ6szIjZ7TBssi758PcxVMiZ0n-leaaAIOgWBZ5BCHhtYk8u8_WFlBQWw5iXU_utZeQIX5Nk-F_2_I_J86FhgggW7Ho6JSCXC1KuRqdN2JFu1/s1600/Salar_de_Uyuni_2006-10-19_satellite_250m.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="385" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHobE1pck-nCHC7MZjqhamtnST69Zi1_fyZ6szIjZ7TBssi758PcxVMiZ0n-leaaAIOgWBZ5BCHhtYk8u8_WFlBQWw5iXU_utZeQIX5Nk-F_2_I_J86FhgggW7Ho6JSCXC1KuRqdN2JFu1/s400/Salar_de_Uyuni_2006-10-19_satellite_250m.jpg" width="400" /></a></div>
<div style="text-align: center;">
<span style="font-family: 'Trebuchet MS', sans-serif;"><b>Salar de Uyuni, Bolivia, South America </b><span class="Apple-style-span" style="background-color: #f9f9f9; line-height: 24px;"><b>(</b></span><b style="line-height: 24px;">NASA </b><b style="line-height: 24px;">GFSC Modis Terra image)</b></span></div>
<b style="font-family: 'Trebuchet MS', sans-serif; line-height: 1.5em;">Salar de Uyuni is the world's largest salt flat, at larger than 3000 square miles in size. It is located near the crest of the Andes mountains, at an altitute of 3650 meters. It is estimated that Salar de Uyuni contains 10 billion tons of salt; its mineral content is mainly gypsum and halite. Around salar there are several volcanoes. </b><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/tgh8z5ikNII?feature=player_embedded' frameborder='0'></iframe></div>
<div style="text-align: center;">
<br /></div>
<b><span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333; text-align: -webkit-auto;" title="Dallol est un cratère unique au monde, situé en territoire afar, dans le désert du Danakil (l'un des déserts les plus inhospitaliers de la planète), au nord-est de l'Éthiopie, à une quinzaine de kilomètres de la frontière de">Dallol is a unique crater in the world, located in Afar territory, in the Danakil desert (one of the most inhospitable deserts in the world), north-eastern Ethiopia, about fifteen kilometers from the border of </span><span style="background-color: whitesmoke; color: #333333; text-align: -webkit-auto;" title="l'Érythrée.">Eritrea. </span><span style="background-color: #ebeff9; color: #333333; text-align: -webkit-auto;" title="Ce site volcanique se trouve à l'extrémité nord d'un lac salin, le lac Karoum, dont le sel est encore exploité de nos jours par les Afars.">This site is volcanic in the north end of a saline lake, Lake Karoum, in which salt is still mined today by the Afar. </span><span style="background-color: white; color: #333333; text-align: -webkit-auto;" title="Il résulte de l'explosion d'une importante chambre magmatique de la vallée du grand rift au-dessus d'une vaste zone saline à l'ouest de la mer Rouge, et se trouve à - 136,8 mètres au-dessous du niveau">It follows from the explosion of a large magma chamber of the Great Rift Valley, over a large area west of saline Red Sea, and is - 136.8 meters below the level </span><span style="background-color: whitesmoke; color: #333333; text-align: -webkit-auto;" title="de la mer, dans la dépression de Danakil.">Sea, in the Danakil Depression. </span><span style="background-color: whitesmoke; color: #333333; text-align: -webkit-auto;" title="La chaleur y atteint régulièrement les 45 degrés à l'ombre.">The heat regularly reaches 45 degrees in the shade. </span></span></b><br />
<b><span style="background-color: whitesmoke; font-family: Arial, Helvetica, sans-serif; text-align: -webkit-auto;" title="La chaleur y atteint régulièrement les 45 degrés à l'ombre."></span></b><br />
<div style="text-align: justify;">
<b><span style="background-color: whitesmoke; text-align: -webkit-auto;" title="La chaleur y atteint régulièrement les 45 degrés à l'ombre."><b style="background-color: #f3f3f3;"><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; text-align: -webkit-auto;" title="Cette vaste zone désolée est connue pour ses curieuses formations géologiques : sources chaudes acides, montagnes de soufre, colonnes de sel, petits geysers gazeux, vasques d'acides isolées par des corniches de sel et concrétions d'évaporites, de soufre, de chlorure de"></span></b></span></b><br />
<div style="display: inline !important; text-align: justify;">
<b><span style="background-color: whitesmoke; text-align: -webkit-auto;" title="La chaleur y atteint régulièrement les 45 degrés à l'ombre."><b style="background-color: #f3f3f3;"><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; text-align: -webkit-auto;" title="Cette vaste zone désolée est connue pour ses curieuses formations géologiques : sources chaudes acides, montagnes de soufre, colonnes de sel, petits geysers gazeux, vasques d'acides isolées par des corniches de sel et concrétions d'évaporites, de soufre, de chlorure de"><span title="Cette vaste zone désolée est connue pour ses curieuses formations géologiques : sources chaudes acides, montagnes de soufre, colonnes de sel, petits geysers gazeux, vasques d'acides isolées par des corniches de sel et concrétions d'évaporites, de soufre, de chlorure de">This vast area is known for its unusual geological formations: acidic hot springs, mountains of sulfur, salt columns, small gas geysers, pools of acid isolated by cornices of salt concretions and evaporites, sulfur chloride </span><span title="magnésium, de saumure et de soude solidifiée.">magnesium, sodium hydroxide and brine solidified. </span><span title="Le tout sur un fond blanc, jaune, vert et rouge ocre, due à la forte présence de soufre, d'oxyde de fer, de sel et d'autres minéraux.">All on a white background, yellow, green and red ocher, due to the strong presence of sulfur, iron oxide, salt and other minerals. </span></span></b></span></b></div>
</div>
<b><span style="background-color: white; text-align: -webkit-auto;" title="Le tout sur un fond blanc, jaune, vert et rouge ocre, due à la forte présence de soufre, d'oxyde de fer, de sel et d'autres minéraux."></span></b><br />
<div style="text-align: justify;">
<b><span style="background-color: white; text-align: -webkit-auto;" title="Le tout sur un fond blanc, jaune, vert et rouge ocre, due à la forte présence de soufre, d'oxyde de fer, de sel et d'autres minéraux."><b style="background-color: #f3f3f3;"><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; text-align: -webkit-auto;" title="Le site, à l'instar des volcans environnant cette zone (Erta Ale, volcans du Kenya, etc.) est le résultat de l'écartement de la plaque arabique et de la plaque africaine et de la création du rift de la mer Rouge."></span></b><br /></span></b>
<br />
<div style="color: #333333; display: inline !important; text-align: justify;">
<b><span style="background-color: white; text-align: -webkit-auto;" title="Le tout sur un fond blanc, jaune, vert et rouge ocre, due à la forte présence de soufre, d'oxyde de fer, de sel et d'autres minéraux."><b style="background-color: #f3f3f3;"><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; text-align: -webkit-auto;" title="Le site, à l'instar des volcans environnant cette zone (Erta Ale, volcans du Kenya, etc.) est le résultat de l'écartement de la plaque arabique et de la plaque africaine et de la création du rift de la mer Rouge.">The site, like the volcanoes surrounding this area (Erta Ale volcano in Kenya, etc..) Is the result of the separation of the Arabian Plate and the African plate and the creation of the Red Sea rift. </span></b></span></b></div>
<div style="font-family: 'Trebuchet MS', sans-serif;">
</div>
</div>
<b><span style="background-color: white; font-family: 'Trebuchet MS', sans-serif; text-align: -webkit-auto;" title="Le site, à l'instar des volcans environnant cette zone (Erta Ale, volcans du Kenya, etc.) est le résultat de l'écartement de la plaque arabique et de la plaque africaine et de la création du rift de la mer Rouge."></span></b><br />
<div style="text-align: justify;">
<b><span style="background-color: white; font-family: 'Trebuchet MS', sans-serif; text-align: -webkit-auto;" title="Le site, à l'instar des volcans environnant cette zone (Erta Ale, volcans du Kenya, etc.) est le résultat de l'écartement de la plaque arabique et de la plaque africaine et de la création du rift de la mer Rouge."><span style="color: #333333;"><br />
</span></span></b></div>
<b><span style="background-color: white; font-family: 'Trebuchet MS', sans-serif; text-align: -webkit-auto;" title="Le site, à l'instar des volcans environnant cette zone (Erta Ale, volcans du Kenya, etc.) est le résultat de l'écartement de la plaque arabique et de la plaque africaine et de la création du rift de la mer Rouge.">
</span><span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', sans-serif; font-size: 16px; text-align: -webkit-auto;" title="En afar, Dallol signifie « désintégré » ou « décomposé », à cause bien sûr de ses sources chaudes acides."></span></b>
<div style="text-align: justify;">
</div>
<b><span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', sans-serif; font-size: 16px; text-align: -webkit-auto;" title="En afar, Dallol signifie « désintégré » ou « décomposé », à cause bien sûr de ses sources chaudes acides.">
</span></b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmOBuOzM1Z-RSz5C7aabai4XXWVC3lC1-dFEx5QsnKgF3XkLSUHu1C-rtfFN4CrRrgLQ_iyK3I6UFUh_L7U1O9sb8444rRlptQa0AP-Q0QrASWk7P1UQfxSJxO-Hcxt20Nd07v4J4v7CEd/s1600/White+Sands+NM+-+Carrizozo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmOBuOzM1Z-RSz5C7aabai4XXWVC3lC1-dFEx5QsnKgF3XkLSUHu1C-rtfFN4CrRrgLQ_iyK3I6UFUh_L7U1O9sb8444rRlptQa0AP-Q0QrASWk7P1UQfxSJxO-Hcxt20Nd07v4J4v7CEd/s400/White+Sands+NM+-+Carrizozo.jpg" width="400" /></a></div>
<div style="margin-top: 10px; padding-bottom: 0px; padding-top: 0px;">
<b><span style="font-family: 'Trebuchet MS', sans-serif;">The large white area near the bottom of this image of New Mexico, USA, is the sand dune field known as the White Sands National Monument. The field has a surface area of 710 km² (275 mi²). White Sands is the world’s largest gypsum dunefield. The thick, dark brown line just north of the dunes is the Carrizozo Malpais, a large lava flow, one of the youngest volcanic features in the state of New Mexico. The 75 kilometer long Malpais, is composed of basaltic lava flows. <span class="Apple-style-span" style="background-color: #f9f9f9; line-height: 24px; text-align: center;">(from Earth Snapshot)</span></span></b></div>
<div style="text-align: center;">
<b style="font-family: 'Trebuchet MS',sans-serif; line-height: 24px;"><br />
</b></div>
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> The questions are: where does </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">Chlorine (Cl) </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">come from for to form the chloride salts and sulfur (S) to sulphate salts? It is likely that chlorine migrate from great depths as organochlorine compounds, i.e., through its connection with <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">primordial hydrocarbon</a> molecules of the mantle. Salt cations such as sodium, calcium and magnesium are abundant in the crust and mantle, but not chlorides and sulphates. Elements such as halogens Fluorine (F), Chlorine (Cl), Bromine (Br), Iodine (I) can have its origin related to primordial volatiles , including sulphur (S), which is likely to combine with oxygen to form sulphate compounds.</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> Hydrothermal Salt Theory offers plausible explanation on the origin and evolution for the end-members of these salt sequences, but the dogmas of geology, as the principle of actualism, are still very influential and difficult paradigm shift to an unconventional theory. This is due the difficult of most part of geologists still do not have comprehension of physical, chemical laws and mass balance of natural processes because they still remaining prisoner with their reasoning in context of restricted "<i>a priori</i>" theories.</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> Indeed, understanding the whole process - from the origin to the formation of salt deposits is not simple, since the elements and compounds have high chemical reactivity with many changes. Maybe Hydrothermal Salt Theory is the great light to the knowledge of salt rocks formation and evaporites are only extrinsic processes of salt rework at surface shallow environments.</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> Why </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">are </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">the oceans salty? That is a question that even children always ask and geologists and scientists still do not get an apropriated answer, obviously because they do not have enough understanding about what is salt and its origin but the Hydrothermal Salt Theory is probably a right way to answer that and other many questions about salt and its real origin.</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> The traditional evaporite model could explains only certain situations after salt formed originally by hydrothermal systems reach to surface and reworked at this enviroment by normal evaporation processes. On the other hand, Hydrothermal Salt Theory also explain existence of deep-water salt sequences.</span><br />
<div style="background-color: #f3f3f3;">
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><br />
</span></div>
<div style="background-color: #f3f3f3;">
<span style="background-color: white;"><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: large;"> Recently <b>NASA </b>found evidence of salt in Mars (see link below). Hydrothermal Salt Theory is suitable to explain origin of salt in Mars. We know that there was extensive volcanism in Mars. There, the highest volcan of solar system is present - The Olympus Mons (Mount Olympus) is a martian shield volcano which has base diameter about 624 km </span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;">(374 mi)</span><span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"> and 25 km (16mi) high. Volcanic outgassing brings methane and is oxidize to carbon dioxide to Mars atmosphere. Hydrothermal brines synchronous with volcanism could provide salt reach near surface of Mars. Natural oil-spills or oil seeps, seepages, are interpreted from Mars images also associated with salt. This phenomenon is very common on Earth.</span></span></div>
</div>
<div class="MsoNormal" style="background-color: #f3f3f3;">
<div style="background-color: #f3f3f3; text-align: justify;">
<span lang="EN-US" style="background-color: white; font-family: Arial, sans-serif; font-size: large;"><br />
</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc3kpGz0XaSCJpUy4CUjJpDRfrNbjmgFWDnc8tF5T8OrR78vXWkRKEPDa63JmVhBvncGxlCHKIBwMC55FICZVAkKxs-f8jMQaxSuOIG6X4r5Fbn3dT5GI_TdhA_jEKQil18p909liMzIyY/s1600/olympus_mons_globe.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc3kpGz0XaSCJpUy4CUjJpDRfrNbjmgFWDnc8tF5T8OrR78vXWkRKEPDa63JmVhBvncGxlCHKIBwMC55FICZVAkKxs-f8jMQaxSuOIG6X4r5Fbn3dT5GI_TdhA_jEKQil18p909liMzIyY/s320/olympus_mons_globe.jpg" width="320" /></a></div>
<div style="text-align: center;">
<span class="Apple-style-span" style="font-family: 'Trebuchet MS', sans-serif;"><b>Mons Olympus - Mars </b></span></div>
<div style="text-align: center;">
<span class="Apple-style-span" style="background-color: white; font-family: 'Trebuchet MS', sans-serif;">(ESA/DLR/FU Berlin - G. Neukum)</span></div>
</div>
<div style="text-align: justify;">
<div style="background-color: #f3f3f3;">
<br /></div>
<span lang="EN-US" style="background-color: #f3f3f3; font-family: Arial, sans-serif; font-size: large;"> </span><u><span style="font-size: large;"><span style="font-family: Arial, Helvetica, sans-serif;">References</span></span></u><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Hovland, M., Rueslåtten, H., Johnsen, H.K., Kvamme, B., Kutznetsova, T., 2006. Salt formation associated with sub-surface boiling and supercritical water. Marine and Petroleum Geology 23, 855-869.<br />
<br />
Hovland, M., Rueslåtten, H., ,Johnsen, H.K., Fichler, C., 2009.(Abstract) Hydrothermal evaporites - from the Conrad Deep, via Dallol, to Elysium Planitia. International Association of Sedimentologists (IAS) Annual meeting, Alghero, Sardinia, Book of Abstracts.</span><br />
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> </span> </div>
</div>
</div>
<div style="background-color: #f3f3f3;">
</div>
<div style="background-color: #f3f3f3;">
<b><span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;">Links about Hydrothermal Salt</span></b></div>
<div style="background-color: #f3f3f3; font-family: Arial,Helvetica,sans-serif;">
<span style="color: blue; font-size: small;">* </span><span style="font-size: small;"><a href="http://martinhovland.weebly.com/the-hydrothermal-salt-theory.html" target="_blank">http://martinhovland.weebly.com/the-hydrothermal-salt-theory.html</a></span></div>
<div style="background-color: #f3f3f3; font-family: Arial,Helvetica,sans-serif;">
<span style="color: blue; font-size: small;">*</span><span style="font-size: small;"> <a href="http://science.tumblr.com/post/1499064075/the-hydrothermal-salt-theory" target="_blank">http://science.tumblr.com/post/1499064075/the-hydrothermal-salt-theory</a></span></div>
<div style="background-color: #f3f3f3; font-family: Arial,Helvetica,sans-serif;">
<span style="color: blue; font-size: small;">* </span><span style="font-size: small;"><a href="http://meetingorganizer.copernicus.org/EGU2009/EGU2009-6707.pdf" target="_blank">http://meetingorganizer.copernicus.org/EGU2009/EGU2009-6707.pdf</a></span></div>
<div style="background-color: #f3f3f3; font-family: Arial,Helvetica,sans-serif;">
<span style="color: blue; font-size: small;">*</span><span style="font-size: small;"> <a href="http://adsabs.harvard.edu/abs/2010AGUFMEP21A0732R" target="_blank">http://adsabs.harvard.edu/abs/2010AGUFMEP21A0732R</a></span></div>
<div style="background-color: #f3f3f3; font-family: Arial,Helvetica,sans-serif;">
<span style="color: blue; font-size: small;">* </span><span style="font-size: small;"><a href="http://onlinelibrary.wiley.com/doi/10.1111/j.1365-2117.2006.00290.x/full" target="_blank">http://onlinelibrary.wiley.com/doi/10.1111/j.1365-2117.2006.00290.x/full</a></span><br />
<br />
<span style="font-size: small;"> </span><b><span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;">Salt in Mars</span></b></div>
<div style="background-color: #f3f3f3;">
<span style="color: blue; font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">*</span> </span><span lang="EN-US" style="font-family: Arial, sans-serif; font-size: small;"><a href="http://science.nasa.gov/science-news/science-at-nasa/2011/04aug_marsflows/" target="_blank">http://science.nasa.gov/science-news/science-at-nasa/2011/04aug_marsflows/</a></span></div>
<div style="background-color: #f3f3f3; text-align: justify;">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif; font-size: small;">*</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><a href="http://www.oilonmars.blogspot.no/" target="_blank">Abiotic Hidrocarbons in Mars - Martin Hovland</a></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">*<a href="http://martinhovland.weebly.com/mars.html">Crude Oil in Mars</a></span></div>
<div style="background-color: #f3f3f3;">
<span style="font-size: small;"></span></div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><a href="http://www.martinhovland.com/Mars%20and%20Hydrothermal%20Salt.htm" target="_blank"><br />
</a></span></div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0tag:blogger.com,1999:blog-912833525313223921.post-90845231539538532182011-10-25T02:52:00.002-02:002013-08-01T00:00:19.256-03:00Intracratonic Basins<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b><span class="hps" style="color: red;">Intracratonic Basins</span></b></span></span></div>
<div style="text-align: justify;">
<span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps"> The</span> <span class="hps">intracratonic</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">sedimentary</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">basins</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">consist</span> <span class="hps">in </span></span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">fills</span> <span class="hps">of large areas</span> <span class="hps">within</span> <span class="hps">continental</span> <span class="hps">crustal</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">stable </span></span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">masses</span><span class="hps">.</span> <span class="hps">They are characterized by</span> <span class="hps">deposits related to</span> <span class="hps">continental and</span> <span class="hps">shallow marine</span> <span class="hps">paleoenvironments</span><span class="">, with significant</span> <span class="hps">gaps,</span> <span class="hps">hiatus</span> <span class="hps">between</span> <span class="hps">depositional</span> mega<span class="hps">sequences</span><span class="">.</span> <span class="hps">They have</span> <span class="hps">generally</span> <span class="hps">round or oval</span> <span class="hps">shapes</span><span class="">,</span> <span class="hps">and</span> <span class="hps">have</span> <span class="hps">long</span> <span class="hps">histories</span> <span class="hps">of</span></span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps"> relatively</span> <span class="hps">slow</span> <span class="hps">subsidence</span><span class="">.</span> <span class="hps">Classic examples</span> <span class="hps">of such</span> <span class="hps">notable</span> <span class="hps">are the</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">basins</span></span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps"> Williston</span><span class="">, Michigan</span> <span class="hps">and Illinois</span><span class="">,</span> in <span class="hps">North America</span><span class="">,</span> <span class="hps">Paraná</span> <span class="hps">Basin</span><span class="">, Parnaíba</span><span class="">, Solimões,</span> <span class="hps">Amazonas,</span> <span class="hps">in Brazil,</span> <span class="hps">Murzuk</span> <span class="hps">and Al</span> <span class="hps">Kufra</span><span class="">, in Libya</span><span class="">,</span> <span class="hps">Karoo</span> <span class="hps">and Congo</span> <span class="hps">in Africa</span><span class="">, Surat</span> <span class="hps">in Australia</span><span class="">, among others.</span></span></span></div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span class="long_text" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class=""><br />
</span></span></span></div>
<span class="long_text" id="result_box" lang="en"></span><br />
<div style="text-align: justify;">
<span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps"> The origin of these</span> <span class="hps">basins</span> <span class="hps">has</span> <span class="hps">set up</span> <span class="hps">a</span> <span class="hps">puzzle in</span> <span class="hps">geology.</span> <span class="hps">The</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">t</span><span class="hps">ectonic </span></span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">reconstructions</span> at Plate Tectonics paradigm is very difficult<span class="hps">.</span></span></span> <span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> <span class="hps">The Theory of</span> <span class="hps">Earth</span> <span class="hps">Expansion</span> <span class="hps">offers</span> <span class="hps">a</span> <span class="hps">plausible explanation.</span> <span class="hps">In the</span> <span class="hps">Paleozoic Era,</span> <span class="hps">Earth</span> <span class="hps">could have</span> <span class="hps">a</span> <span class="hps">radius smaller than</span> <span class="hps">the current one.</span> <span class="hps">There were</span> no <span class="hps">extensive processes</span> <span class="hps">of</span> <span class="hps">oceanic</span> <span class="hps">expansion</span><span class="">, much less</span> <span class="hps">what is so-called</span> <span class="hps">subduction</span><span class=""> of plates.</span> <span class="hps">Dominated</span> <span class="hps">continental environments</span> <span class="hps">such as</span> <span class="hps">alluvial</span><span class="">,</span> <span class="hps">fluvial and</span> <span class="hps">deltaic</span><span class="">, lakes</span><span class="">, deserts,</span> <span class="hps">glacial </span><span class="hps">events</span><span class="">,</span> <span class="hps">and shallow seas, never</span> deep <span class="hps">marine</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">oceanic</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">sedimentation,</span> <span class="hps">as seen</span> <span class="hps">during and</span> <span class="hps">after the</span> <span class="hps">Mesozoic Era.</span> <span class="hps">Formation of Intracratonic basins would promote</span> <span class="hps">processes of</span> <span class="hps">crustal</span> <span class="hps">uplift</span> <span class="hps">buckling</span> <span class="hps">and bending</span> <span class="hps">of the marginal arches</span> <span class="hps">and</span> <span class="hps">depressions with</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">precursors</span> </span></span><span class="long_text" id="result_box" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps">rifts</span> <span class="hps">which later</span> <span class="hps">would then be</span> <span class="hps">filled by</span> <span class="hps">marginal</span> <span class="hps">erosion of these</span> <span class="hps">arches</span><span class="">, with</span> <span class="hps">episodic</span> <span class="hps">sedimentation</span> <span class="hps">of</span> <span class="hps">clastic</span><span class="">,</span> <span class="hps">carbonate</span><span class="">, salt,</span> <span class="hps">ecc</span><span class="">.</span></span></span><br />
<span class="long_text" lang="en"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class=""><br /></span></span></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4thvLAT-VYhSmF4WZ5G5YHbwXa460llKbVhEGdmtWKZQfBtvEm7eFip95FBgTtLfWVdoFBGDfcXzK-qCLFto4B9ufos5I-Hq0uo1Gjc6eEJ2CSZ37-_ib48nRrahr_yoRRCSoufiLaW7D/s1600/intracrat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4thvLAT-VYhSmF4WZ5G5YHbwXa460llKbVhEGdmtWKZQfBtvEm7eFip95FBgTtLfWVdoFBGDfcXzK-qCLFto4B9ufos5I-Hq0uo1Gjc6eEJ2CSZ37-_ib48nRrahr_yoRRCSoufiLaW7D/s400/intracrat.jpg" width="313" /></a></div>
<b style="background-color: white; font-family: 'Trebuchet MS', sans-serif; line-height: 20px;">Tectonic provinces of South America (Mantovani et al., 2001). AB, Amazon Basin; AC, Amazon Craton; CA, Central Andes; CT, Chilenia Terrane; MP, Mantiqueira Province; NA, Northern Andes; NME, Northeastern Margin of South Atlantic Shield; P, Patagonia; PB, Paraná Basin; PCB, Phanerozoic collisional belts; PNB, Parnaiba Basin; RLPC, Rio de la Plata Craton; SA, Southern Andes; SFC, São Francisco Craton; SP, Southern Province. In green major areas dominate intracratonic basins.</b><br />
<b style="background-color: white; color: #5c5c5c; font-family: 'Trebuchet MS', sans-serif; font-size: 11px; line-height: 20px;"><br /></b>
<b style="background-color: white; color: #5c5c5c; font-family: 'Trebuchet MS', sans-serif; font-size: 11px; line-height: 20px;"><br /></b>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LPjE4wfGPn-oNGnZP5ilooDmsKavrcrUMDdLaaW4xsqZ-LGhLqQwnNs-uPqkETrcAhLW69VcSQAQU4esy94xETTPRNUPh9pQZpKUSMr0Tvp4WvVoeqHYhhFeBkrcZ3Rl_Zfs3hh0J224/s1600/Murzuq.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LPjE4wfGPn-oNGnZP5ilooDmsKavrcrUMDdLaaW4xsqZ-LGhLqQwnNs-uPqkETrcAhLW69VcSQAQU4esy94xETTPRNUPh9pQZpKUSMr0Tvp4WvVoeqHYhhFeBkrcZ3Rl_Zfs3hh0J224/s320/Murzuq.gif" width="320" /></a></div>
<b style="background-color: white; font-family: 'Trebuchet MS', sans-serif;"><span style="line-height: 18px;">North-south cross section of Muruzq Basin. (Modified after Pallas, 1980). Typical profile of intracratonic basin</span><span style="background-color: white; color: #5c5c5c; line-height: 20px;">. </span><span style="background-color: white; line-height: 18px;">Large intracratonic Paleozoic Basin, straddling the Boundaries of Algeria, Niger and Chad. The Basin is filled with sediment ranging in age between Cambrian to Quaternary, with maximum total thickness of more than 3000 meter in the central part.</span><span style="background-color: white; line-height: 18px;"> </span></b><br />
<b style="background-color: white; color: #5c5c5c; font-family: 'Trebuchet MS', sans-serif; font-size: 11px; line-height: 20px;"><br /></b>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/oJfBSc6e7QQ?feature=player_embedded' frameborder='0'></iframe></div>
<span style="font-family: Trebuchet MS, sans-serif;"><span style="line-height: 20px;"><b>Intracratonic basins frequently are filled by Paleozoic sediments. At that time Earth probably was much small and there wouldn't deep basins, no subduction, no pangea, just shallow seas and continental sedimentation. Understanding of Earth's evolution is crucial to solve many problems enrooted by geological dogmas including origin of Intracratonic Basins.</b></span></span></div>
</div>
</div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com22tag:blogger.com,1999:blog-912833525313223921.post-74141123001715010342011-10-23T22:50:00.004-02:002012-04-03T01:54:15.652-03:00Isotopic Composition of Hydrocarbon Gases<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><span style="font-size: large; font-weight: bold;"><span style="font-size: x-large;"><span style="color: red; font-family: Arial, Helvetica, sans-serif;">Isotopic Composition of Hydrocarbon Gases</span> </span></span></div><div style="text-align: justify;"><br />
<span style="font-size: large;"> Many conventional interpretations of carbon isotopic ratios of natural hydrocarbon gases consider that very negative isotopic values of carbon (delta C13) would suggest </span><span style="font-size: large;">"biogenic" </span><span style="font-size: large;">origin while values that tend to be less negative as source "thermogenic", in the latter case as if the gases were from thermal fractionation of liquid hydrocarbons deposits such as oil. This interpretation has become dogma and too little to discussed about its validity. </span><br />
<span style="font-size: large;"> As the scientist <b><a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold</a></b> affirmed, there is a favorability in isotopic fractionation with respect to carbon 12C, lighter, faster diffusion. Life uses preferentially the carbon 12C. In the migration of methane, this tends to get more and more negative dC13 when it reaches shallow levels (low pressure and temperature) and the reverse at deeper levels in the crust.<br />
Studies of carbon isotopes, of course, are very important but the interpretation of the fractionation is still questionable, especially by the fact that, traditionally, many still continue to imagine that hydrocarbons such as oil and natural gas were intrinsically derived from biological detritus source, i.e., fossil - which is therefore nonsense.</span><span style="font-size: large;"> Another major problem lies in the confusion caused by use of the expression "organic carbon", "organic chemistry", when dealing with studies of hydrocarbon molecules. Hydrocarbons are </span><span style="font-size: large;">primordial </span><span style="font-size: large;">compounds and <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">abiotic in origin</a>, most of which was trapped deep in the Earth after the process of accretion. Many chemical reactions occurred on the primary compounds and some of them to reach levels of low pressure and temperature in migration process with different configurations and isotopic fractionation. </span><br />
<span style="font-size: large;"> It is interesting to note that hydrocarbons are abundant in the solar system and universe. Satellites of Saturn like Titan has huge lakes of liquid hydrocarbons (methane and ethane, mainly). </span><br />
<span style="font-size: large;"> It is also not recommended using and enjoying graphics that show fields as thermogenic gas / biogenic and mixed. It is obsolete. A more appropriate discussion can be found in work of Thomas Gold (see below) and link to <a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold - Professional Papers</a>:</span></div><div style="text-align: justify;"><br />
<div style="color: red;"><span style="font-size: x-large; font-weight: bold;">Interpretations Based on the Carbon Stable Isotopes</span></div></div><div style="text-align: justify;"><span style="font-size: large;"><b>from: The Origin of Methane (and Oil) in the Crust of the Earth</b></span><br />
<b><span style="font-size: large;">Thomas Gold</span></b><br />
U.S.G.S. Professional Paper 1570, The Future of Energy Gases, 1993</div><div style="text-align: justify;"></div><div style="text-align: justify;"><span style="font-size: large;"> Carbon has two stable isotopes; 12C (6 protons, 6 neutrons) and 13C (6 protons, 7 neutrons). The natural carbon on the Earth contains predominantly 12C , and 13C is mixed in at a level of approximately 1 percent. This mixing ratio must have been determined in the nuclear processes in the stars that cooked up the elements and eventually supplied them to form the planets. There are no processes that could occur on the planets that would be able to change this ratio greatly. Only small variations can be produced, not by any effects on the nuclei themselves, but only by processes that show a slight preference and select in favor of either the light or the heavy isotope. </span></div><div style="text-align: justify;"><span style="font-size: large;"> The study of the distribution of the carbon isotopes in relation to petroleum and natural gas has a very extensive literature. We shall discuss here only one aspect of it: can isotope measurements determine whether a hydrocarbon compound was derived from biological material or whether it is primordial? Because many petroleum geologists have considered that such a distinction can be made, and that petroleum and natural gas appear on that basis to be usually of biological origin, it is clear that we must address this aspect here. </span></div><div style="text-align: justify;"><span style="font-size: large;"> A selection process that enriches one or other isotope is usually referred to as a process of "fractionation." The resulting fractionated material is referred to as isotopically light or isotopically heavy, depending on the ratio of the lighter to the heavier isotope. Measurements of the slight variations in the carbon isotope ratio in different samples is usually not done in absolute terms, but by comparison with a norm, and the small departures from this norm are then the quantities noted. The norm that has been selected for this purpose is a marine carbonate rock called Pee Dee Belemnite, or PDB, and this norm has a carbon isotope value that is about in the middle of the distribution of all the marine carbonates. The measurements are then quoted as the departure of the 13C content of the sample from that of the norm, and the figure is usually given in parts per thousand (permil) and referred to as the d13C value of the sample. </span></div><div style="text-align: justify;"><span style="font-size: large;"> Unoxidized carbon in plants derives from atmospheric carbon dioxide by the process of photosynthesis. In this process the light isotope is slightly favored. As a result this carbon is slightly depleted in 13C relative to atmospheric carbon dioxide, and the effect is larger than that occurring in any other single nonbiological chemical process recognized in nature. When it was found that most of the deposits of unoxidized carbon, like petroleum, methane, coal and kerogen, show also a marked depletion of 13C, it was considered that this confirmed their biological origin. d13C for plant organic carbon is generally in the range of -8 to -35 permil (PDB standard). The atmospheric carbon dioxide from which that carbon derived is at -6 per mil, showing the possibility of a large fractionation effect. Marine carbonates laid down from atmospheric carbon dioxide dissolved in ocean water have d13C values ranging from about +5 to -5 permil (average 0) and thus evidently a fractionation averaging 6 permil occurs in favor of the heavy isotope during that process. </span></div><div style="text-align: justify;"><span style="font-size: large;"> In the production of methane from plant debris a further fractionation takes place that again favors the light isotope, and plant-derived methane is therefore isotopically even lighter and its d13C plots at -50 to -80 permil. In the literature we now find that some arbitrary division has generally been assumed, so that carbon with d13C values lighter than -30 permil is regarded as of biological origin, while heavier carbon is taken to be from some other source. </span></div><div style="text-align: justify;"><span style="font-size: large;">There is no clear division in the actual data. Carbonaceous materials have d13C values spanning the range from +20 to -110 permil on the Earth, and they span an even larger range in the carbonaceous meteorites. There is no natural dividing point in the data and the choice of a particular figure in this continuous distribution, for making the distinction between organic and inorganic origin seems very arbitrary. The question is of course what other fractionation processes can select in favor of the light isotope. </span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglsw-m5woMBOnVDv3UZ8yMLbZiFotfd9RC2vfCqbd6AoTYSrVP9RUsjDCLaoBhZbcVn94L3cr0DcUcT0d2BMuk5y90jDKzap_zUR0XfX4TPB8IJMqqtX0VSOWGYl4wTye6jcsPejEV21o/s1600/004.jpg"><img alt="" border="0" height="400" id="BLOGGER_PHOTO_ID_5559441408313242482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglsw-m5woMBOnVDv3UZ8yMLbZiFotfd9RC2vfCqbd6AoTYSrVP9RUsjDCLaoBhZbcVn94L3cr0DcUcT0d2BMuk5y90jDKzap_zUR0XfX4TPB8IJMqqtX0VSOWGYl4wTye6jcsPejEV21o/s400/004.jpg" style="display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 258px;" width="322" /></a></span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><span style="font-size: large;"><br />
</span><br />
<div style="text-align: justify;"><div style="text-align: center;"><span style="font-size: large; font-weight: bold;">Figures 1 and 2</span><span style="font-size: large;"> above.</span></div><div style="text-align: center;"><br />
</div><div style="text-align: justify;"><span style="font-size: large;"><b>Figure 1: </b></span></div><span style="font-size: large;">Distribution of ratio (expressed as d13C) of the stable isotopes 13C and 12C in different terrestrial materials. Methane and carbonate cements span a much larger range of these isotope ratios than all other forms of terrestrial carbon. PDB, Peedee belemnite. </span></div><div style="text-align: justify;"><span style="font-size: large;">A look at the distribution of the carbon isotope ratio in different natural forms of carbon gives immediately a strong suggestion (Figure 1). Just methane, the only carbon-bearing molecule that is light enough to suffer significant isotopic fraction, shows the largest spread of values. The atmospheric carbon dioxide from which marine carbonates have been deposited throughout geological time seems to have had a remarkably constant isotopic ratio, so that d13C values for nearly all these carbonates fall into the range of -5 to +5 permil. d13C in petroleum has a fairly narrow range, from -20 to -38 permil. Carbonate (calcite) cements in the rocks have d13C values spanning the second widest range. This fact by itself would suggest that the carbonate cements are generally produced from methane, and their shift of between 20 and 40 permil heavier than the range for methane suggests that a fractionation occurs when methane is oxidized in the ground and then combined with calcium oxide to produce the carbonate cement. Everything in the data points to such a process. These cements are found in great quantity overlying gas and oil fields. They are usually isotopically lighter than marine carbonates, the lightest among them as light as -65 permil. Where methane and carbonate cements are found in the same location the methane is usually isotopically lighter than the carbonate by between 20 to 60 permil. The overall isotopic distribution of methane and carbonate cements show a similar shift. </span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-size: large; font-weight: bold;">Figure 2</span><span style="font-size: large;">. Carbon isotope ratios (expressed as d13C) of methane plotted against depth of occurrence (from Galimov, 1969). Although there is much variability in this relationship, it is almost always true that where methane is found at different levels in the same area, the methane is isotopically lighter (contains less 13C) the shallower the level. </span></div><div style="text-align: justify;"><span style="font-size: large;">Galimov (1969), a major contributor to the carbon isotope investigations, saw that in any vertical column methane tends to be isotopically lighter, the shallower the level. This appears to be true irrespective of the type or age of the formation from which the sample was taken.(Figure 2). It is most unlikely that in all those cases methane from two different sources mixed in such a fashion. A much better explanation is that a progressive fractionation of the methane had taken place in its upward migration. Some of this methane appears to be lost to oxidation, ending up as carbon dioxide (Figure 3), and a fraction of that in turn as calcite cements. This oxidation process seems to prefer the heavy isotope and so the remaining methane gets isotopically lighter on the way up. At each level the calcite thus derives from the already fractionated methane and so it also will become lighter, tracking the methane but always remaining heavier than the methane at that same level. </span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh__ol0xgs26jgZj8JoyerG_TyqnRhvzYbpUgUCevXya7vEFlNeIdZnclZsu8C7zEfREtQi-thBDlRu03hFxhMl2FF6xaEcO0_o1F8A2QnV5fD6DiTxvRO0z0_3TrCSj8uXzDLbdpDBj-0/s1600/006.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5559441702230335858" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh__ol0xgs26jgZj8JoyerG_TyqnRhvzYbpUgUCevXya7vEFlNeIdZnclZsu8C7zEfREtQi-thBDlRu03hFxhMl2FF6xaEcO0_o1F8A2QnV5fD6DiTxvRO0z0_3TrCSj8uXzDLbdpDBj-0/s320/006.jpg" style="cursor: pointer; display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 302px;" /></a></span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-size: large;"><br />
</span></div><div style="text-align: justify;"><span style="font-size: large; font-weight: bold;">Figure 3</span><span style="font-size: large;">. Comparison of the carbon isotope ratios (expressed as d13C) of methane and coexisting carbon dioxide in ocean-floor sediments (from Galimov and Kvenvolden, 1983). The carbon isotope ratios of the two gases seem to follow the same depth dependence, but with the CO2 always isotopically heavier than the methane. This is the pattern to be expected if progressive fractionation were happening, with the CO2 produced (probably by bacterial oxidation) from methane moving upward through the crust. Both the methane and the CO2 produced would become isotopically lighter on the way up, but the CO2 would be heavier by a constant amount than the methane from which it was derived. (This is not the interpretation given by the authors of the article.) </span></div><div style="text-align: justify;"><span style="font-size: large;">Progressive fractionation is an important process because it can drive the remaining material to a very much greater fractionation than could be done by any single chemical step. It is of course the technique used for commercial isotope separation, where extremely large fractionation factors are required. In our case two effects work in the same sense, helping to create the result. One is the tendency for the oxide to bind slightly more tightly with the heavier carbon isotope (in CO2), and in equilibrium conditions at a low temperature the heavy isotope will therefore be enriched in the oxide and depleted in the remaining methane. The other effect is the diffusion speed, which for methane with the heavier isotope and a mass number of 17, will be 3 percent slower than for the light methane with a mass number of 16. This means that in any circumstance where methane is diffusing through a barrier to fill a reservoir, the light isotope methane will enter initially with a 30 per mil enrichment. If this reservoir were to fill another, the light isotope enrichment would augment. Differential removal by oxydation, by different solubilities in water, by different adsorption on solids, by bacterial attack, will all affect the final result of a slow percolation of methane through diverse strata of rock. Since in any such progressive fractionation the final effect can be arbitrarily large, one cannot conclude that a large fractionation implies that of a single step process, namely the one that occurs in plants. </span></div><div style="text-align: justify;"><span style="font-size: large;">The constancy of the isotopic ratio of marine carbonates spanning all ages deserves further comment. If at any time between the Archean and the present a large change had taken place in the amount of plant debris that was buried, and if this plant debris was, as is usual, isotopically light, then more of the light isotope would have been taken out of the atmospheric-oceanic carbon dioxide reservoir. The remaining CO2 in that reservoir would have been driven to a slightly heavier composition. If as much as one-fifth of the buried carbon was in the form of such plant debris, then the shift in the remaining atmospheric carbon and the resulting shift in the carbonates laid down from it should have been readily observable. When land vegetation suddenly proliferated in Silurian times, for example, one might well think that twice as much unoxidized plant material was buried as before this event. Why is there no change in the isotopic ratio of marine carbonates in that epoch? An explanation that the primordial supply suffered a change in the isotopic ratio just sufficient to compensate is improbable. A more likely explanation is that the quantity of biological debris that is buried is a much smaller fraction than the one usually assumed. The reason for this may be that the identification of much of the buried carbonaceous material as plant debris is not correct and that a large proportion of this material derived directly from hydrocarbons ascending from the mantle. The extra contribution made by the time-variable burial of plant debris may then be so small an effect that it does not show in the isotopic ratio of the carbonates. Of course if all the dispersed kerogen and the oil shales, which have been regarded as source material for oil pools, were derived from the primary hydrocarbons, then this discrepancy would disappear. It is worth noting that the amount of carbon that would have been contained in certifiable fossils is a very small quantity by comparison. </span></div><div style="text-align: justify;"><span style="font-size: large;">The remarkable constancy of isotope values of marine carbonates also affects the question mentioned earlier, of the amount of carbon that may be coming up as a result of the heating of subducted sediment. In such a process some or all of the carbonates may be dissociated and the CO2 may come to the surface. Much of the unoxidized carbon that is in the same sediment, whether it derives from plants or from a primordial hydrocarbon supply, is known to be isotopically much lighter. Of that, only a fraction would be turned into liquids or gases, limited by the availability of hydrogen; the remainder would eventually turn into elemental carbon--graphite or anthracite--and in that form it would be insoluble and stable, and would not be returned to the atmosphere. A process of multiple recycling of sedimentary carbon would therefore always take away more of the light isotope than of the heavy, and this would drive the atmospheric-oceanic CO2 to a heavier isotope value. Recycling of sediments cannot account for a significant fraction of the resupply of atmospheric CO2 over geologic time.</span><br />
<span style="font-size: large;"><br />
</span><br />
<span style="font-size: large;">The table below shows typical landfill gas components. It's interesting to note that ethane or propane gases does not occur in landfill waste although these gases are common in natural gas pools. Methane in landfill is produced by fermentation but microrganisms can not produce gases heavier than methane. This is important evidence to consider about origin of natural hydrocarbons because methane in landfill waste is the unique hydrocarbon gas produced by biological interaction. Natural gases are, of course, abiogenic in origin. The classification of gases such as thermogenic and abiogenic is not suitable and must be abandoned.</span><br />
<br />
<table align="center" border="1" bordercolor="#999999" cellpadding="2" cellspacing="0" style="background-color: white; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; color: black; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; margin-bottom: 1em; margin-left: auto; margin-right: auto; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px; text-align: left; word-wrap: break-word;"><tbody style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<tr align="left" bgcolor="#CCCCCC" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><th colspan="3" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px; text-align: center;"><div align="center" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Typical Landfill Gas Components</strong></div></th></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><th span="col" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px; text-align: center;" width="161"><strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Component</strong></th><th span="col" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px; text-align: center;" width="116"><strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Percent by Volume</strong></th><th span="col" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px; text-align: center;" width="323"><strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Characteristics</strong></th></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">methane</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">45–60</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Methane is a naturally occurring gas. It is colorless andodorless. Landfills are the single largest source of U.S. man-made methane emissions</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">carbon dioxide</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">40–60</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Carbon dioxide is naturally found at small concentrations in the atmosphere (0.03%). It is colorless, odorless, and slightly acidic.</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">nitrogen</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">2–5</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Nitrogen comprises approximately 79% of the atmosphere. It is odorless, tasteless, and colorless.</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">oxygen</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">0.1–1</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Oxygen comprises approximately 21% of the atmosphere. It is odorless, tasteless, and colorless.</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">ammonia</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">0.1–1</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Ammonia is a colorless gas with a pungent odor.</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">NMOCs<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />(non-methane organic compounds)</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">0.01–0.6</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">NMOCs are organic compounds (i.e., compounds that contain carbon). (Methane is an organic compound but is not considered an NMOC.) NMOCs may occur naturally or be formed by synthetic chemical processes. NMOCs most commonly found in landfills include acrylonitrile, benzene, 1,1-dichloroethane, 1,2-cis dichloroethylene, dichloromethane, carbonyl sulfide, ethyl-benzene, hexane, methyl ethyl ketone, tetrachloroethylene, toluene, trichloroethylene, vinyl chloride, and xylenes.</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">sulfides</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">0–1</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Sulfides (e.g., hydrogen sulfide, dimethyl sulfide, mercaptans) are naturally occurring gases that give the landfill gas mixture its rotten-egg smell. Sulfides can cause unpleasant odors even at very low concentrations.</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">hydrogen</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">0–0.2</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Hydrogen is an odorless, colorless gas.</td></tr>
<tr align="left" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="161">carbon monoxide</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="116">0–0.2</td><td style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;" width="323">Carbon monoxide is an odorless, colorless gas.</td></tr>
<tr align="left" bgcolor="#CCCCCC" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" valign="top"><td colspan="3" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2.5px; padding-left: 2.5px; padding-right: 2.5px; padding-top: 2.5px;"><div align="right" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Source: Tchobanoglous, Theisen, and Vigil 1993; EPA 1995</div></td></tr>
</tbody></table></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com2tag:blogger.com,1999:blog-912833525313223921.post-57266433674195903142011-10-15T14:04:00.000-03:002013-03-15T00:54:26.270-03:00Origin of Hydrocarbons - Oil, Natural Gas, Coal and the Myth of Fossil Fuels<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span class="long_text" id="result_box" lang="en"><span style="font-size: large;"><span class="hps"><span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b>Origin of Hydrocarbons - Oil, Natural Gas, Coal and the Myth of Fossil Fuels</b></span></span></span></span></div>
<div style="text-align: justify;">
<span class="long_text" id="result_box" lang="en"><span style="font-size: large;"><span class="hps"><br />
</span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"> It is unbelievable that even though we are in the 21st Century, still remains the suggestion that oil, natural gas and black coal, which are hydrocarbons, would have their origin intrinsically related to biological detritus, i. e. treated as the so-called "fossil fuels". This is nonsense, promotes a delay in scientific thought and negatively influences the understanding of many geological processes. It is therefore a myth think that oil would be a "fossil fuel". Another myth is that oil also would tend to peak in accordance with the suggestion of "peak oil".</span><br />
<br />
<span style="font-size: large;"> Hydrocarbons, such as oil and natural gas, are primordial and metastable compounds that come from high pressure and temperature environment deep inside the Earth. These volatiles were trapped on the planet during accretion processes and there are huge amount of hydrocarbons within the Earth. Tectonic forces enables the migration of hydrocarbons from mantle to shallower crustal levels aided by carrier gases such as helium and nitrogen, mainly in sedimentary basins, where can form commercial accumulations. There, a deep biosphere formed by microorganisms, can rework these <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">abiotic</a></span><span style="font-size: x-large;"> </span><span style="font-size: large;">and primordial compounds causing biodegradation and leave their traces as biomarkers after eat and die into primordial and abiotic oil. The propositions of the scientist <a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold</a>, according to Deep-earth Gas Theory and Deep Hot Biosphere, </span><span style="font-size: large;">have solved the the petroleum paradox and scientifically explain many chemical and physical processes related to natural hydrocarbons</span><span style="font-size: large;">.</span><br />
<span style="font-size: large;"><br />
</span><br />
<span style="font-size: large;"><span class="long_text" id="result_box" lang="en"><span class="hps"> Molecules of biological origin have low chemical potential and in accordance with laws of thermodynamics could not transform spontaneously into hydrocarbons heavier than methane, which are molecules of high chemical potential. Studies of thermodynamic stabilities and free energies of Hydrogen-Carbon system conducted by Dr. J.F. Kenney clearly demonstrate the impossibility of biological organic matter form natural hydrocarbons. Biological molecules in general are oxidized, such as carbohydrates and never could form oil.<br />
<br />
There are a lot of carbon on Earth's surface, but almost all hydrocarbons come from deep outgassing of the planet and this carbon undergoes dynamic changes in external systems of the lithosphere, hydrosphere, biosphere and atmosphere. The organic matter of biological origin also has low rate of preservation, either by the attack of microorganisms or mainly by oxidation processes that tend to destroy it.<br />
<br />
Thinking that, for example, that the jet engines which raise a plane in the air and their strength would be driven by "fossil fuels" is a silly notion.</span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span class="long_text" id="result_box" lang="en"><span class="hps"><br />
</span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span class="long_text" id="result_box" lang="en"><span class="hps"></span></span></span><span style="font-size: large;"> Geology is prisoner of several dogmas that are not in accordance with natural laws as the 2nd Law of Thermodynamics. This arises from the problem that is due to the uniformitarianism model of thinking. </span><br />
<span style="font-size: large;"></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"></span><br />
<span style="font-size: x-large;"><b style="color: blue;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;">“</span></i></b><b style="color: blue;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;">The suggestion that petroleum might have arisen from some transformation of squashed fish or biological detritus is surely the silliest notion to have been entertained by substantial numbers of persons over an extended period of time.</span></i></b><b style="color: blue;"><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;">”</span></i></b><b><i><span lang="EN-US" style="font-family: 'Times New Roman', serif;"><span style="color: blue;"> </span></span></i></b><span lang="EN-US" style="font-family: 'Times New Roman', serif;">—<b> </b></span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif;">Sir Fred Hoyle, 1982</span></b></span><br />
<br />
<span style="font-size: large;"> Understanding the real nature of the <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">origin of petroleum</a>, natural gas and black coal surely will allow a great breakthrough in the understanding of geological processes.</span><br />
<br />
<span style="font-size: large;">A more detailed description of the origin of natural hydrocarbons based on scientific reasoning of important scientists and several evidences supporting abiotic oil theory can be found in the link below:</span></div>
<div style="text-align: justify;">
<span class="long_text" id="result_box" lang="en"><span style="font-size: large;"></span><span style="font-size: small;"><br />
<span class="hps"><span style="font-size: large;"><a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html">Abiotic oil</a></span></span></span></span></div>
</div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0tag:blogger.com,1999:blog-912833525313223921.post-15826508614304628702011-09-11T12:06:00.009-03:002013-07-01T00:57:41.094-03:00Origin of Earthquakes<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<div style="text-align: justify;">
<b style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: xx-large;"><span style="color: red;">Origin of Earthquakes</span></b><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;"> Earthquakes are common geological phenomenon on planet Earth. Depending on the magnitude, </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;">depth (focus) and area of occurrence (epicenter) are also responsible for natural disasters that involve </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;">intense destruction of buildings and unfortunately the loss of human lives.</span></div>
</div>
<div style="text-align: left;">
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br />
</span></div>
</div>
<div style="text-align: justify;">
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /></div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="text-align: center;">
<b><span style="font-family: 'Trebuchet MS', sans-serif;"> </span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;">Destructive </span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;">earthquake of </span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;">magnitude</span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;"> 7.9</span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;"> </span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;"></span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;"> that hit Sichuan Province, China, </span></b></div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="text-align: center;">
<b><span style="font-family: 'Trebuchet MS', sans-serif;">in May 12, 2008. </span><span style="font-family: 'Trebuchet MS', sans-serif;"> </span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;">Deaths</span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;"> </span>69,195. Missing 18,392. Injured 374,643.</b></div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<br /></div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."> Records are known since ancient times and nowadays many studies are done to diagnose areas of risk and try to make predictions, especially by seismological studies.<br />
<br />
It is recognized that there are difficulties in making predictions about when and where an earthquake of great magnitude could occur. </span></span><span class="" id="result_box" lang="en"><span class="hps">Could this be due</span> <span class="hps">to the fact that</span> <span class="hps">there are many</span> <span class="hps">studies</span> <span class="hps">on the consequences and</span> <span class="hps">not about</span> <span class="hps">the real causes of</span> <span class="hps">earthquakes</span></span></span><span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra.">?<br />
<br />
The seismological studies are conducted after the occurrence of an earthquake and, in this case, there is no way to make any predictions, </span></span><span class="" id="result_box" lang="en"><span class="hps">because it would have been released seismic energy - the bullet had been triggered - and therefore only remains to study the behavior of seismic energy as his intensity, geometry, among others.</span></span></span></div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: large;"><span class="" id="result_box" lang="en"><span class="hps"><br />
</span></span></span><span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."> Very little is studied about the real causes of earthquakes. There is a geological paradigm that tries to explain that earthquakes are accumulated tensions related to fault lines or boundaries of tectonic plates that move. In fact, it would make sense, however because this would occur? What are the causes that influence </span></span></span><span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra.">fault </span></span></span><span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra.">movements? It is noteworthy that there are several areas on the planet with earthquakes positioned in intra-plate situation, not just at the boundaries of these plates. Another situation is try explain explain earthquakes related to conventional subdcution zone as postulated by Plate Tectonics that earthquake sources get deeper under the overriding tectonic plate proceeding away from the trench at a subduction zone, and would delineating the so-called Wadati-Benioff Zone. Some realize that these earthquakes would be formed by friction between plate slabs. Nevertheless, deep gas migration due buckling of continental border also offer an explanation, including associated magmatism also related to decompression due deep faults that form by buckling of shallow crust.</span></span></span></div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2pavk8_FEy6sI3hZuEqO-FkBcM85uosNjbMLM0fp8BwlbRmf4rxXTQAZUB-vZmL7-41MWS30bkFkb5IMe2942OtllQSq_AV3geE8NMR5zwNXNRmnA5OpHGhke-Tsi89re19Cl6Lo9TJ36/s1600/5yr_mag4_interp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="191" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2pavk8_FEy6sI3hZuEqO-FkBcM85uosNjbMLM0fp8BwlbRmf4rxXTQAZUB-vZmL7-41MWS30bkFkb5IMe2942OtllQSq_AV3geE8NMR5zwNXNRmnA5OpHGhke-Tsi89re19Cl6Lo9TJ36/s320/5yr_mag4_interp.jpg" width="320" /></a></div>
<div style="text-align: center;">
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<b><span style="font-family: 'Trebuchet MS', sans-serif;"><span style="font-size: small;">Most earthquakes occur along plate boundaries </span></span></b></div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<b><span style="font-family: 'Trebuchet MS', sans-serif;"><span style="font-size: small;">but also </span></span></b><b><span style="font-family: 'Trebuchet MS', sans-serif;"><span style="font-size: small;">occ</span></span>ur in</b><b> intra-plate </b><b>situation</b></div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="text-align: center;">
<div style="text-align: justify;">
<br /></div>
</div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."> The astronomer and astrophysicist <b><a href="http://origeminorganicadopetroleo.blogspot.com/2011/01/thomas-gold-professional-papers.html" target="_blank">Thomas Gold</a></b> proposed an interesting explanation about the cause of earthquakes. In summary, the earthquakes are related to migration of primordial gases in Earth's interior. Among these gases include mainly methane, nitrogen, helium, radon. If an gas accumulation that reached a critical state pressure could trigger seismic energy with the release and migration of these gases that displace at various crustal levels. Manifestation of these gases are known to be mainly in seismogenic related areas or at the time of occurrence of large earthquakes.</span></span></span></div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."></span></span></span></div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4ZxHOIc0sUo4x3NmekS9G3KbYMGDp6gD_VjWSuNT_tgHolCHumq4vNYB6SVWkzxPGVxYjjQevxHVP0UE5muXAi63Ba3oRCS7_6p9CSH-2byR_SqyNJfPhMtSt0jABz5z7qudaknEiJSgJ/s1600/15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4ZxHOIc0sUo4x3NmekS9G3KbYMGDp6gD_VjWSuNT_tgHolCHumq4vNYB6SVWkzxPGVxYjjQevxHVP0UE5muXAi63Ba3oRCS7_6p9CSH-2byR_SqyNJfPhMtSt0jABz5z7qudaknEiJSgJ/s400/15.jpg" width="255" /></a></div>
<div style="font-family: 'Trebuchet MS', sans-serif; text-align: center;">
<div style="text-align: justify;">
<div style="text-align: center;">
<b>Amount of Helium gas in a shallow well which showed a sharp increase a day before the earthquake at Loma Prieta on October 17, 1989.</b><br />
<b><br />
</b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwX4wFQ8wwgjsbPZePKKQgJKByKcMzLOk6nr7Q-d_jks3uxPBrx2XOVXJZPvWqKHaNM5iloBTTguQGlp_jBDBo51qKJkNFbG_VtVM4FtnssVgJzYWfekxCj09jodQZWNO0xTHJT7mKLDgk/s1600/Radon+Kobe+EQ.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwX4wFQ8wwgjsbPZePKKQgJKByKcMzLOk6nr7Q-d_jks3uxPBrx2XOVXJZPvWqKHaNM5iloBTTguQGlp_jBDBo51qKJkNFbG_VtVM4FtnssVgJzYWfekxCj09jodQZWNO0xTHJT7mKLDgk/s400/Radon+Kobe+EQ.jpg" width="400" /></a></div>
<br />
<b>Radon in groundwater before and after the 16 January 1995, Kobe earthquake in Japan (Igarashi et al. 1995)</b><br />
<br class="Apple-interchange-newline" /></div>
</div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."> Mud volcanoes are closely related to seismically active areas. Their characteristics should be studied to better understanding of earthquakes. There are also many cases where there is a relationship between seismogenic areas and areas of occurrence of oil production, natural gas and black coal. Another known phenomenon, but little is done to intensify studies to predict earthquakes, is the monitoring of radon gas. There are other important phenomena that may be linked to the imminent possibility of occurrence of large earthquakes. May be cited as examples, the formation of large methane clouds, a color change of becoming iridescent clouds. Also change the default behavior of animals, like profuse migration of amphibians (frogs). These animals have sensitive skin and gas migration, even if these upwellings in lakes and swamps are very weak, could disturb the frogs and so they seek refuge escaping with mass migration from their natural habitat. Some animals with highly developed sense of smell might also feel odors emanating gases that would not be perceptible to the human sense of smell.</span></span></span></div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: large;"><span class="long_text"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><br />
</span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE9EMdO4YhXkpYLvKoyInDZFrrptatio9IYl2bxT-lRFiNAkwtaHVeFnx47tFiYtfhlKRX457uUun4UnJW4qqmMhP_tNuYkLVa6TQunnjGaKhmTNQLxOrJU8fKRI0whzpD3AG0fz-ccyAc/s1600/ScreenShot379.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE9EMdO4YhXkpYLvKoyInDZFrrptatio9IYl2bxT-lRFiNAkwtaHVeFnx47tFiYtfhlKRX457uUun4UnJW4qqmMhP_tNuYkLVa6TQunnjGaKhmTNQLxOrJU8fKRI0whzpD3AG0fz-ccyAc/s640/ScreenShot379.jpg" width="640" /></a></div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<span style="font-size: large;"><span class="long_text"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><br />
</span></span></span></div>
<span class="long_text"><span style="background-color: white; font-family: 'Trebuchet MS', sans-serif;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><b>Tectonic sketch of Italy, distribution of oil and gas occurrences and major earthquakes. This is a remarkable example to show that hydrocarbons (oil and natural gas) merely follow the deep structures and fit perfectly to the major deep thrust faults present in the structural framework of the Apennines chain, the Bradanic trench and Calabrian Arc which permit migration of hydrocarbons from mantle below to shallower reservoirs above in sedimentary basins. During reactivation of those deep structures natural gases such as methane, helium, nitrogen, radon may be present and, if gas migration is huge in depths and reach shallow levels in crust, the descompression of deep gases will release seismic energy and increase the probability of occurrence of earthquakes.</b></span></span></div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<br /></div>
<div style="font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."> </span></span></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="font-family: Arial, Helvetica, sans-serif; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiChstyqdOsnyQbnS3BCLhQ_e992NHSWfGRf-VXgUS2ez6UHy9Hhyphenhyphenh8k0TSP9oTzdw5eyo1Vuccub6VWZ6PsEcnO8RTHUfG2UdUB43bkXcAnIROJ2JWmnYvOkKenomMEuOuKPYC-hHKqF_n/s1600/mud+volcano.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiChstyqdOsnyQbnS3BCLhQ_e992NHSWfGRf-VXgUS2ez6UHy9Hhyphenhyphenh8k0TSP9oTzdw5eyo1Vuccub6VWZ6PsEcnO8RTHUfG2UdUB43bkXcAnIROJ2JWmnYvOkKenomMEuOuKPYC-hHKqF_n/s400/mud+volcano.jpg" width="384" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">Mud volcanoes, Nirano, Italy</span></b><b><span style="font-size: small;"> </span></b></td></tr>
</tbody></table>
<div style="font-family: 'Trebuchet MS', sans-serif; text-align: center;">
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b><br />
<b><span style="font-size: small;"></span></b></div>
<div style="font-family: 'Trebuchet MS', sans-serif; text-align: center;">
<b><span style="font-size: small;"></span></b></div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/KKMTSDzU1Z4?feature=player_embedded' frameborder='0'></iframe></div>
<div class="separator" style="clear: both; font-family: Arial, Helvetica, sans-serif; text-align: center;">
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="text-align: center;">
<b><span style="font-size: small;">Possibly methane clouds</span></b><span style="font-size: large;"><span class="long-title" dir="ltr" id="eow-title" style="font-size: small;" title="30 mins before the 2008 Sichuan earthquake in China"> <b>30 mins before the Sichuan earthquake </b></span></span></div>
<div style="text-align: center;">
<span style="font-size: large;"><span class="long-title" dir="ltr" style="font-size: small;" title="30 mins before the 2008 Sichuan earthquake in China"><b>in China, </b></span></span><b>May </b><span style="font-size: large;"><span class="long-title" dir="ltr" style="font-size: small;" title="30 mins before the 2008 Sichuan earthquake in China"><b>12th </b></span></span><span style="font-size: large;"><span class="long-title" dir="ltr" id="eow-title" style="font-size: small;" title="30 mins before the 2008 Sichuan earthquake in China"><b> 2008</b></span></span><span style="font-size: large;"><span class="long-title" dir="ltr" id="eow-title" style="font-size: small;" title="30 mins before the 2008 Sichuan earthquake in China"><b>.</b></span></span></div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="text-align: justify;">
<br /></div>
</div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="text-align: justify;">
<br /></div>
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="font-family: Arial, Helvetica, sans-serif; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmmF24qQXbSbrCOrGs-LSyZ2RHbmjDTcNS8_ITlF30eEHD7RHUxLimep8ZypoLtIA9pfBehdgEbtlgk1UV0qGEaubBx3xrOO7fGGUHiONSV-zhFIWFWskLDxWAZOKjvkJ9kCfkqt7GEaoy/s1600/frogs-china.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmmF24qQXbSbrCOrGs-LSyZ2RHbmjDTcNS8_ITlF30eEHD7RHUxLimep8ZypoLtIA9pfBehdgEbtlgk1UV0qGEaubBx3xrOO7fGGUHiONSV-zhFIWFWskLDxWAZOKjvkJ9kCfkqt7GEaoy/s400/frogs-china.jpg" width="400" /></a></td></tr>
<tr style="font-family: "Trebuchet MS",sans-serif;"><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">Swarm of frogs prior<span style="color: black;"> In the days prior to the gigantic earthquake that devastated Sichuan province in China.</span></span></b><br />
<b><span style="font-size: small;"><span style="color: black;"></span></span></b><span style="color: black; font-size: 14pt;"><span style="font-size: small;"><a href="http://heavenawaits.wordpress.com/frogs-predicting-earthquakes/">http://heavenawaits.wordpress.com/frogs-predicting-earthquakes/</a></span></span></td></tr>
</tbody></table>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: large;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."> It seems that studies of seismology are based only on the propositions of conventional geology and there's no major advance in order to predict major earthquakes. However, understanding the formation processes of the Earth, the <a href="http://origeminorganicadopetroleo.blogspot.com/2011/02/normal-0-21-false-false-false-pt-br-x.html" target="_blank">origin of hydrocarbons</a> and natural gas, the manifestation of gases in the earth's surface and its monitoring, combined with conventional studies of seismology and the various precursor signs already known, could certainly contribute with relevance to predict strong earthquakes, thus protecting many lives.<br />
<br />
In summary it is essential to combine studies of the physical properties of the seismic energy with the chemical properties of earthquakes, i.e. the chemistry of earthquakes, this last one as a possible cause and the first as a consequence of the phenomenon.<br />
</span></span></span><br />
<span style="font-size: large;"><span class="long_text"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><br /></span></span></span>
<span style="font-size: large;"><span class="long_text"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><br /></span></span></span>
<span class="long_text"><span style="background-color: white; color: blue; font-size: x-large;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><b>Thomas Gold and its legacy about earthquakes</b></span></span><br />
<span style="font-size: large;"><span class="long_text"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><br /></span></span></span>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-weight: bold;"><span style="color: red; font-size: x-large;">Earthquakes, Gases, and Earthquake Prediction</span></span></div>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>Thomas Gold</b></span></div>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">1994</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Many reports about earthquakes have suggested that the escape of gases was a major effect, both before, during and after the quakes.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The modern theory has it that some subterranean forces, of unknown origin, gradually build up strains in the crustal rocks, up to the breaking point. The earthquake is then supposed to denote the moment of fracture of that rock.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Many features of earthquakes seem to have no explanation in this theory.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Why would there be many occasions of multiple large quakes over a period of a few days to months? Would the rock not break in all the locations in which it is already stressed to near breaking point, at the time it is violently shaken? Why would the ground shake sometimes for periods longer than a minute? Why would quakes cause tsunamis, the massive ocean waves? A brief tremor, however fierce, would not have such an effect. Perhaps the modern earthquake research had omitted the consideration of effects due to the sudden movements and the rapid large changes of volume that gases may cause. We shall therefore discuss the huge eruptions that have brought up diamonds, and we might well ask whether there may not be smaller ones much more frequently. Are they the initiating events for earthquakes as well as for volcanic eruptions?</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Eye-witness accounts strongly suggest that gas eruptions are the initiating events, but in modern times not much attention is paid to such information, because it is considered too uncertain. Instead the effects that can be measured with accuracy, such as a gradual increase of the strains in rocks and the relation of this to earthquakes, has now become the main subject of research in this field in the US. The overriding importance of this research would lie in finding a method for the prediction of earthquakes, but no such method has so far been found.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> One city has been successfully evacuated two hours before a massive earthquake, and thereby probably many thousands of lives were saved. This was the city of Haicheng in China, in February of 1975. That prediction was based almost entirely on gas-related phenomena. (See the description in "Eye-witness Accounts of Several Major Earthquakes," this Web site.)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In the modern geological literature the movement of gases in the crust is rarely considered. Perhaps this is still due to the widespread misconception that no pore-spaces could exist deeper than about 10 km. Even when a most violent volcanic gas explosion has occurred, this is often discussed as due to gases that have come out of solution as the lava is exposed to lower pressure. Why would one not consider that a massive bubble of gas had entered the lava channel and raced to the top?</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Diamonds, a very pure form of carbon, tell us quite a detailed story about the physical and chemical conditions in the earth, below about 150 km, and this information bears on the origin of petroleum. Chemical theory and the experience in making artificial diamonds, show that high pressures of the order of 45 kilobars are needed to produce this dense crystal. Such pressures are found in the Earth only at a depth of 150 kilometers or more, and it is somewhere at such depths that natural diamonds must have been formed. The temperature there exceeds 1000°C.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The geologic situation in which diamonds occur shows that unusual gigantic eruptions were involved. Although many diamonds are found dispersed in river gravels, the only concentrated deposits are in the rare "pseudovolcanic" structures called "kimberlite pipes." These are deep, vertical shafts, usually filled with a mixture of rock types, including the diamond-bearing rock called kimberlite (Figure 1). Most of the known kimberlite pipes are in South Africa and Siberia, but there are some in North America, in Australia, and probably also in Brazil, where they may be well hidden under younger sediments.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWwyNCNrS3j10ZNuTCzS-_ianY0QeuoEW5hbQsOXzRbnlU0_vucBS_j2awEhZo_I4kHsXskKErk4Q-yJKKlCU9aEUjngc2UdNGT0yzMKq3MIwzqm9hb75U51Jhbmw_0lFJOXo7-auahO0/s1600/14.jpg"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5559442727321642386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWwyNCNrS3j10ZNuTCzS-_ianY0QeuoEW5hbQsOXzRbnlU0_vucBS_j2awEhZo_I4kHsXskKErk4Q-yJKKlCU9aEUjngc2UdNGT0yzMKq3MIwzqm9hb75U51Jhbmw_0lFJOXo7-auahO0/s1600/14.jpg" style="display: block; margin: 0px auto 10px; text-align: center;" /></span></a></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span style="font-weight: bold;">Figure 1</span>. Model of a Kimberlite pipe (from K.G. Cox, 1978).</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">The model is based on several South African pipes which have been exposed at various levels by erosion, not only on the one near the town of Kimberley, which gave this formation its name. The model was devised by J.B. Hawthorne of DeBeers Consolidated Mines, Ltd.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> "The diamond pipes serve as a window that gives us a look into the Earth. There is probably no other group of rocks that originated from even remotely as great a depth as have these" (Kennedy and Nordly, 1968).</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The pressure and temperature at a depth of 150 or 200 kilometers are in the right range for carbon to crystallize as diamond. But how did the carbon become concentrated? We cannot reasonably suppose that concentrations of large pieces of pure carbon were formed in the outer mantle by the diffusion through the rock of the dispersed individual carbon atoms.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Minerals of high purity are usually formed in the Earth by a process that involves the flow of some liquid through cracks and pore spaces in the rock. In some particular circumstance of pressure, temperature or chemical surroundings, a component of such a fluid precipitates, and thus builds up a concentrated deposit in the pore spaces. We then have to suppose that a fluid containing carbon, percolated through rock spaces and precipitated concentrated carbon. Veins of diamond would then be built up in these pore spaces, and a later eruption might bring fragments to the surface. What are the fluids that could be responsible for precipitating and concentrating the carbon?</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The mere existence of the diamonds at these depths proves that unoxidized carbon exists there. The two types of fluids that one may consider for the concentration process would be carbon dioxide and methane, the latter possibly associated with heavier hydrocarbon molecules also. Tiny pore spaces in diamonds have been analyzed and found to contain small amounts of highly compressed gases, among which the carbon-containing ones were both carbon dioxide and methane (Melton and Giardini, 1974). It is clear, therefore, that not only unoxidized carbon, namely the diamond itself, but also methane, can exist down there. Thermodynamic calculations have shown that both these gases are stable in the upper mantle at diamond forming depth, and either could be responsible. The following indications would seem to favor methane. Methane is generally much more abundant in the crust than CO2, and appears to be streaming up from deeper levels. Secondly, of the gases contained in diamonds, nitrogen is by far the most abundant. One has to judge that nitrogen had something to do with the deposition of the diamond.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> It follows that pore spaces in which fluids can flow exist at these depths, and that mineralization processes, leading to great concentrations of certain substances, can be active there, just as they are at shallower levels. Fluid pressures equaling the rock pressures seem to be widespread, at least in the crust and outer mantle, and this is a matter of great significance, both for the chemical processes and for the methods of ascent of fluids to the surface.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The existence of the kimberlite pipes shows that high concentrations of gas can build up, and have been building up, and these concentrations can explode a hole through 150 kilometers of overlying dense rock. Quite large bubbles of high-pressure gas must have been assembled to do this, and only an inhomogeneous mantle containing volatile-rich materials could be responsible.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> A gas eruption, rather than a volcanic transport to the surface, is required to maintain the diamonds. The stable form of carbon at low pressures is graphite, but if diamonds are cooled sufficiently rapidly as they are brought to lower pressures, they are maintained as unstable but super-cooled crystals. At surface temperatures, they are then effectively stable. We see that the evidence from the diamonds is very simple and clear. Unoxidized carbon can and does exist in the outer mantle. It can be brought up without becoming oxidized; it is associated with a variety of hydrocarbon molecules, both within inclusions in diamond and also in other materials brought up in the eruptions. Volatile-rich regions exist in the mantle, so that high pressure gas bubbles become assembled there that can force their way violently through all the overlying rocks. This clearly shows that the Earth has an unmixed, inhomogeneous mantle, and that there is a high concentration of carbonaceous material in many areas of the globe.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> I am presenting here a selection of eye-witness accounts of major quakes, showing that gases, and in particular combustible gases are frequently in evidence.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large; font-weight: bold;">The great earthquake series in New Madrid (Mid Mississippi) in 1811 - 1812</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The report by contains the following items:</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> On the 16th day of December, 1811, at two o'clock in the morning, the inhabitants of New Madrid were aroused from their slumbers by a deep rumbling noise like many thunders in the distance, accompanied with a violent vibratory or oscillating movement of the earth from the southwest to the northeast, so violent at times that men, women, and children caught hold of the nearest objects to prevent falling to the ground.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> It was dangerous to stay in their dwellings, for fear they might fall and bury them in their ruins; it was dangerous to be out in the open air, for large trees would be breaking off their tops by the violence of the shocks, and continually falling to the earth, or the earth itself opening in dark, yawning chasms, or fissures, and belching forth muddy water, large lumps of blue clay, coal, and sand, and when the violence of the shocks were over, moaned and slept, again gathering power for a more violent commotion.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> On this day twenty-eight distinct shocks were counted, all coming from the southwest and passing to the northeast, while the fissures would run in an opposite direction, or from the northwest to the southeast.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> On a small river called the Pemiseo at that time stood a mill owned by a Mr. Riddle. This river ran a southeast course, and probably was either a tributary of the St. Francis or lost itself in those swamps. This river blew up for a distance of nearly fifty miles, the bed entirely destroyed, the mill swallowed up in the ruins, and an orchard of ten acres of bearing apple trees, also belonging to Mr. Riddle, nearly ruined. The earth, in these explosions, would open in fissures from forty to eighty rods in length and from three to five feet in width; their depth none knew, as no one had strength of nerve sufficient to fathom them, and the sand and earth would slide in or water run in, and soon partially fill them up.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Large forest trees which stood in the track of these chasms would be split from root to branch, the courses of streams changed, the bottoms of lakes be pushed up from beneath and form dry land, dry land blow up, settle down, and form lakes of dark, muddy water.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> One family, in their efforts to reach the highlands by a road they all were well acquainted with, unexpectedly came to the borders of an extensive lake; the land had sunk, and water had flowed over it or gushed up out of the earth and formed a new lake. The opposite shore they felt confident could not be far distant, and they traveled on in tepid water, from twelve to forty inches in depth, of a temperature of 100 degrees, or over blood heat, at times of a warmth to be uncomfortable, for the distance of four or five miles, and reached the highlands in safety.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> On the 8th of February, 1812, the day on which the severest shocks took place, the shocks seemed to go in waves, like the waves of the sea, throwing down brick chimnies level with the ground and two brick dwellings in New Madrid, and yet, with all its desolating effects, but one person was thought to have been lost in these commotions.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">The morning after the first shock, as some men were crossing the Mississippi, they saw a black substance floating on the river, in strips four or five rods in breadth by twelve or fourteen rods in length, resembling soot from some immense chimney, or the cinders from some gigantic stove-pipe. It was so thick that the water could not be seen under it. On the Kentucky side of the river there empties into the Mississippi river two small streams, one called the Obine, the other the Forked Deer. Lieutenant Robinson, a recruiting officer in the United States army, visited that part of Kentucky lying between those two rivers in 1812, and states that he found numberless little mounds thrown up in the earth, and where a stick or a broken limb of a tree lay across these mounds they were all burnt in two pieces, which went to prove to the people that these commotions were caused by some internal action of fire.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> About four miles above Paducah, on the Ohio River, on the Illinois side, on a post-oak flat, a large circular basin was formed, more than one hundred feet in diameter, by the sinking of the earth, how deep no one can tell, as the tall stately post-oaks sank below the tops of the tallest trees. The sink filled with water, and continues so to this time. The general appearance of the country where the most violent shocks took place was fearfully changed, and many farms were ruined.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> After reading this and several reports about other earthquakes that are quite similar, I find it very hard to understand how there can be any opposition to the notion that the eruption of gases is connected with earthquakes, and possibly a major cause of them. I know of no way in which an area of land could suddenly sink by tens of feet, except by the release of large amounts of gases whose pressure had previously held open a large total volume of pore-spaces in the underlying rocks.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The same consideration applies to the creation of the earthquake-related ocean waves called tsunamis. A rapid and very large change in some volume is necessary to set up these waves, and that volumetric change has to be of a magnitude similar to the volume of ocean water that has been displaced to make either the negative or the positive phase of the great wave. Again sinking of an area of ocean floor due to the sudden escape of gases would be a possibility as would the rapid expansion of gases that make their way from the ocean floor to the surface. There are various reports of violent bubbling of areas of the ocean, and even of flames emerging out of the water.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Another feature of earthquakes that seems incompatible with the theory of shear strain in the rocks reaching breaking point are the deep source earthquakes. Earthquakes are known at depths down to 700 kilometers, and the pressure there is so great that sudden fracture cannot occur. The friction between two masses that slide against each other would be so great that this would far exceed any mechanical breaking strength of any rock. Any movement at such depths would occur only as a gradual adjustment proceeding in step with the driving force that causes the movement. This implied that another process must be going on down there and finding the answer to that may also then explain the features of shallower earthquakes that have so far remained unexplained, but that appear in seismic investigation quite similar to the deep ones.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> We have two recent examples: on June 8, 1994, a very large earthquake registering 8.2 emanated from 600 kilometers below Bolivia. Not far away in time and space, in 1970, there was a powerful deep earthquake in Colombia.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The southern island arc of Indonesia and its continuation into Burma and the mountains of southern China is a very long belt that shows many features that show themselves along the whole length. Earthquakes make clear that it is related to an underlying structure of very large dimensions. The two other features that follow this same arc all the way are active volcanoes and the commercial production of oil and gas. While the belt was defined by the frequent occurrence of small quakes, it is also the region of the highest frequency of large quakes. In the 75 years between 1897 and 1972, there were ten earthquakes of magnitude eight or larger along this belt. There are no signs of a progressive shift of some land masses against others, and the rock stress situation is surely totally different in the folded mountains of Burma as in the volcanic island arc of Indonesia.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> There are other features of earthquakes that have also to be considered. There are places that are distinctive "earthquake spots." There is a spot in northern Norway where for a long time one could almost be guaranteed to feel an earthquake in any 24 hour period. These were weak earthquakes, not much above the level at which one could feel them, but there was no faultline that was slipping, no accumulation of any deformation of the surface, it just kept shaking in an area that was about 12 kilometers across. A very similar story comes from two places in the United States, one is on the western tip of Flathead Lake in Montana, the other is in Arkansas, near the small town of Enola. Both of those have been active in recent times, and the one in Arkansas is known to have been active some 80 years ago.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Another earthquake spot is on the north shore of the St. Lawrence River, most interestingly just in a large meteorite impact structure ("astrobleme") called Charlevoix. The large meteorite struck there some 350 million years ago, and detailed evidence of this impact has been obtained. Despite the length of time that has elapsed since then, it seems that even now the area has not settled down and some activity is still clearly centered there. Some earthquakes that can be felt occur there every few days, and microquakes are registered extremely frequently. In this case, the proximity to the major faultline of the St. Lawrence River complicates the discussion somewhat but, nevertheless, the concentration of the seismic activity to the 30 mile diameter impact area is quite evident.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Such spots clearly need a different explanation from that of plates shearing against each other. Possibly the explanation has to do with gases forcing their way up and causing fractures in the rock to open and shut repeatedly.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> We have investigated in some detail the Arkansas and the Charlevoix spots, and in the course of this discovered that they both contain a most intriguing feature which has shed further light on this type of occurrence. This is the presence of clusters of earth mounds that stand abruptly out of the alluvial plain. From a few feet to 40 feet in height and up to 200 feet or so in the horizontal dimensions, they are composed internally just of the clay and sand of the local alluvium, and no good reason has been offered to account for their origin.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The association in both areas of these strange mounds with locally concentrated seismic activity cannot reasonably be ascribed to chance. While such mounds do occur elsewhere, dense clusters of them are extremely rare, and an explanation for them is required. One cannot argue that the shaking of the ground of the earthquakes would itself cause what appears to be a substantial extrusion from below.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> A class of a much larger type of feature is known and referred to as "mud volcano." It is also strongly related to earthquake activity. Mud volcanoes are mountains that are in the general shape of a volcano, sometimes but not always with an open hole on top and with steep sides sloping down to the plain below. The sides are made of rock debris, which presumably was ejected at the top as a mixture of such debris with water. Huge fields of mud volcanoes exist in several areas of the globe. The best known ones and the largest are in Azerbaijan on the north slopes of the Caucasus. Large eruptions of individual mud volcanoes are common there and the gases that propel the eruption are usually flammable and become ignited at the time, presumably by electrostatic sparks resulting from the friction of fast moving rock grains. Flames to a height of two kilometers have been photographed from one mud volcano whose orifice measures 120 meters across.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The gases coming out of mud volcanoes have often quite unusual composition and contain elements that are known to be at a high concentration in the mantle of the earth and at a much lower concentration in the sediments and in the outer crust. They clearly represent a very different chemical environment from that of the sedimentary cover.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The mounds on the earthquake spots in Enola, Arkansas and in Charlevoix on the St. Lawrence River, can be attributed to the same class of phenomenon as mud volcanoes, only on a much smaller scale.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Gases that stream up out of cracks during earthquakes are also frequently flammable. In the collection of eyewitness reports, flames are frequently a feature. Also in recent times, the great earthquake in San Francisco in 1906 was accompanied by large fires, and it was said at the time that this was due to the fracture of gas pipes in the ground. That may well have been the case; however flames were also seen on hills nearby that had no gas pipes and also on roads and fields in nearby San Jose. The Armenian earthquake of 1990 showed a line of burnt bushes along a visible faultline.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Large vertical displacements of areas of land can be understood if a mass of gas had previously held open pore spaces in the rocks below, and thereby raised the ground, and if these pore spaces had suddenly made connections to the surface and rapidly exhausted the gas. Such volumetric changes occurring in a matter of seconds can then account for the large tsunamis and for the flames often seen in earthquakes. As methane appears to be the most common gas in the rocks, it would seem reasonable to expect that methane would be the principal gas responsible, just as it is known in the case of mud volcanoes. The mud volcanoes merely show the locations in which earthquakes and gas eruptions are particularly frequent, and locations in which large amounts of underground mud have been generated by the frequent agitation of ground water in some fine-grained alluvial sediments.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif; font-size: x-large; font-weight: bold;">Can the emission of gases be used for precursory information?</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> There were two observations before the earthquake at Loma Prieta on October 17, 1989 that seemed to be gas related and are clearly just prior to the earthquake (Reimer, 1990 and Fraser-Smith, 1989). But these observations were made for different purposes, unrelated to earthquake research, and yet they constitute the best earthquake-predictive observations. One was the observation of the amount of helium in a shallow well, which showed a sharp increase a day before the quake (Figure 2). I suppose that this represented an increased flow of gases upwards through the rocks, that had gathered up the helium that had accumulated in the pores.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoiLW3CTaIwqf1i0_r3Rm557i0jyMeAXwEOL_sPgwcbXABqBWa3a2uw-Lt3vonkbQnU79NXpHAnpLEsKsUzOvVWjud7q2QVv15D7a2jnNPtdYUkWutwhyajmSjlLFX-nobHtMZvGYrQJ0/s1600/15.jpg"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5559442833860783154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoiLW3CTaIwqf1i0_r3Rm557i0jyMeAXwEOL_sPgwcbXABqBWa3a2uw-Lt3vonkbQnU79NXpHAnpLEsKsUzOvVWjud7q2QVv15D7a2jnNPtdYUkWutwhyajmSjlLFX-nobHtMZvGYrQJ0/s1600/15.jpg" style="display: block; margin: 0px auto 10px; text-align: center;" /></span></a></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span style="font-weight: bold;">Figure 2</span>. From Reimer, 1990.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">The other observation was that of a low radio frequency noise that is not normally present, also seen just before the quake (Figure 3); I attribute this to the interruption and reconnection of earth currents normally flowing in the groundwater, as these current paths are interrupted and re-connected by the bubbles of insulating gases that stream through the pores of the rock. Would these and other gas-related precursory effects not form the best line of earthquake investigation, to devise the most important of all, a predictive capability?</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtpQBVdatqVf1H4YNrLMrOCvDTWP1o60_WqXCuXuQDCfoqWQJ3oFM3uC4QzirtzZzOn0lPptJnZt7jGwzZ9S4YPOmg41Pmy7lyqq4vm57ya9ZoBdOlmUki3pMM0qb8fGLOl9BUc-QRXNs/s1600/16.jpg"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5559442930243060546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtpQBVdatqVf1H4YNrLMrOCvDTWP1o60_WqXCuXuQDCfoqWQJ3oFM3uC4QzirtzZzOn0lPptJnZt7jGwzZ9S4YPOmg41Pmy7lyqq4vm57ya9ZoBdOlmUki3pMM0qb8fGLOl9BUc-QRXNs/s1600/16.jpg" style="display: block; margin: 0px auto 10px; text-align: center;" /></span></a></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span style="font-weight: bold;">Figure 3</span>. From Fraser-Smith, 1989.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">The eye-witness stories of the past are all ignored or not even known to the present investigators; they are certainly not mentioned much in the modern earthquake literature. See the related documentation describing historical accounts of many large quakes (in "Eye-witness Accounts of Several Major Earthquakes," this Web site).</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large; font-weight: bold;">References</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Cox, K. G. (1978). Kimberlite pipes. Scientific American 238 (4).</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Fraser-Smith, A.C. et al. (1989). STAR Laboratory, Stanford University, Stanford, CA 94305.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Kennedy, G.C. and Nordly, B.E. (1968). The genesis of diamond deposits Econ. Geol. 63, 495-503.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Melton, C.E. and Giardini, A.A. (1974). The composition and significance of gas released from natural diamonds from Africa and Brazil. Amer. Mineralogist 59, 775-782.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Reimer, G.M. (1990). Helium increase. Nature, 347, 342.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-weight: bold;"><br /><span style="color: red; font-size: x-large;">Eye-witness Accounts of Several Major Earthquakes</span></span></div>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>Thomas Gold</b></span></div>
<div style="font-family: 'Times New Roman';">
<b><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">1987</span></b></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> To show how common the gas related effects have been in reports of earthquakes of the past, I am giving here a list of such reports. I do not believe that the individual authors had much information about other such reports, and therefore these reports can be taken to be free from suggestive influences.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> I am grateful to my colleague Dr. Steven Soter for his library researches that found the samples given here and many more like these.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Norcia and Aquila (Italy), 14 January and 2 February 1703</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">"In Aquila and Norcia, and in other places . . . the earth was here and there observed to split in cracks, from which streamed the evil odors of sulfur and bitumen; and men in Aquila most worthy of trust write that in many places after the earthquake sulfur and fire issued from the opened earth." (Quoted by Galli, 1911)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Lisbon, 1 November 1755</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">". . . we began to hear a rumbling noise, like that of carriages, which increased to such a degree as to equal the noise of the loudest cannon; and immediately we felt the first shock, which was succeeded by a second and a third; on which, as on the forth, I saw several light flames of fire issuing from the sides of the mountains, resembling that which may be observed on the kindling of coal. . . . I observed from one of the hills called the Fojo, near the beach of Adraga [near Colares], that there issued a great quantity of smoke, very thick, but not very black/ which still increased with the fourth shock, and after continued to issue in a greater or less degree. Just as we heard the subterraneous rumblings, we observed it would burst forth at the Fojo; for the quantity of smoke was always proportional to the subterraneous noise." (Stoqueler, 1756)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Komarom (Hungary), 28 June 1763</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> "Ruptures in the soil originated in thousands of places. From almost all of them water and quicksand were emitted together with flames and stinking smoke. . . . The river Danube began to rise . . . and the water appeared to be steaming as though boiling. It had a sulphurous smell. The majority of the ruptures occurred near the river bank and from some of them flames emerged alternately with the sand and smoke. Fertö Lake, 100 km west of Komarom, began to rumble and foam very intensely. . . . Flames as big as a barrel were seen over the river itself. Many horned cattle perished in the terrible stinking vapour that came from the earth. . . . At the bank of another smaller river, the Vag, red-colored flames rushed up from the ruptures, followed by sulphurous waters. . . . At some places the waters that came from the earth were distinctly black. The water of the river Bag appeared to be boiling." (Quoted by Rethly, 1952)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Lima, 30 March 1828</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Water in the bay "hissed as if hot iron was immersed in it," bubbles and dead fish rose to the surface, and the anchor chain of HMS Volage was partially fused while lying in the mud on the bottom. (Bagnold, 1829)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(The anchor chain is reported to be on display in the London Navy Museum.)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Owens Valley (California), 26 March 1872</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">"People living near Independence . . . said [that] at every succeeding shock they could plainly see in a hundred places at once, bursting forth from the rifted rocks great sheets of flames apparently thirty or forty feet in length, and which would coil and lap about a moment and then disappear." (San Francisco Chronicle, 2 April 1872)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> "Immediately following the great shock, men whose judgment and veracity is beyond question, while sitting on the ground near the Eclipse mine, saw sheets of flame on the rocky sides of the Inyo mountains but a half a mile distant. These flames, observed in several places, waved to and fro apparently clear of the ground, like vast torches; they continued for only a few minutes." (Inyo Independent, 20 April 1872)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Sonora (Mexico), 3 May 1887</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> "Another effect of the earthquake which terrified the frightened inhabitants of these places, was the fire upon all the mountains around the epicenter and even some situated in the territory of Arizona, among others the ridge of San Jose. Some of these, it is said, continued in flames for many days." (Aquilera, 1920)</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Swabia (Southern Germany), 16 November 1911</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The following are from among the many eyewitness accounts quoted by Schmidt and Mack (1913):</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">"We saw a sea of flames, gas-like and not electrical in nature, shoot up out of the paved market street. The height of the flames I can estimate at 8 to 12 cm; it was like when you pour petroleum or alcohol on the ground and light it."</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">"I observed very precisely how a bright fire, which had a bluish color, came out of the ground in the meadow. Its height was about 80 cm. . . . The first was present not only in the meadow but also in the whole surroundings of our house."</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> "Some people in the streets . . . noticed that for a while before the quake and particularly after it an evil stuffy air made breathing almost impossible."</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Rumania, 10 November 1940</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The following are phrases used in eyewitness accounts collected by Demetrescu and Petrescu (1941):</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">". . . a thick layer like a translucid gas above the surface of the soil . . . irregular gas fires . . . flames in rhythm with the movements of the soil . . . flashes like lightning from the floor to the summit of Mt Tampa . . . flames issuing from rocks, which crumbled, with flashes also issuing from non-wooded mountainsides."</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Sungpan-Pingwu (China), 16, 22, and 23 August 1976</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">"From March of 1976, various large anomalies were observed over a broad region. . . . At the Wanchia commune of Chungching County, outbursts of natural gas from rock fissures ignited and were difficult to extinguish even by dumping dirt over the fissures. . . . Chu Chieh Cho, of the Provincial Seismological Bureau, related personally seeing a fireball 75 km from the epicenter on the night of 21 July while in the company of three professional seismologists.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif; font-size: x-large; font-weight: bold;">The San Francisco Earthquake</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The earthquake that destroyed parts of San Francisco and virtually all of Santa Rosa occurred at 5:12 a.m. on 18 April 1906. It was most intense perhaps a hundred kilometers north of San Francisco. We will here list some excerpts from the numerous reports, all indicating violent gas emission from the ground, gases that contained the poisonous hydrogen sulphide and gases that were frequently flammable. It is the earthquake for with the most detailed reports exist, and which shows every type of phenomenon that we have noted in other cases.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(a) Effects in Air</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> An extensive list of noises heard at the time of the shock, compiled from witnesses by Lawson and others (1908), includes the following: From Santa Rosa, "Heard noises in SW; then felt breeze; then felt shock". From Cotati, "Sound as of a strong wind before the shock". From Point Reyes Station, "Heard roar, then felt wind on my face". From Calistoga, "A rushing noise before the shock came". From Pescadero, "Noise as of wind preceded the shock". And from Mount Hamilton, "Sound as of flight of birds simultaneously with shock".</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Other clear evidence for gas is given by a report published on 23 April in the Santa Rosa Democrat-Republican (the first newspaper to appear after the devastation). It said:</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> J.B. Doda, who came over from Fort Ross on Monday, reports that the earthquake caused immense cracks in the earth there, from which strong gases are emitted which make men and cattle sick.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Also, according to Edgar Larkin (1906), who collected a great many accounts, the odour of hydrogen sulphide was noted in the area of Sausalito. He also reported that sulfurous odors were pungent in Napa County during the night of the 17th and 18th before the upheaval, and lasted all day. . . . From many of the letters it is clear that the entire region north and east of San Francisco is saturated with gases of sulfur origin. . . .</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In Santa Rosa, according to Lawson and others (1908), a strong smell of sulphur had been noticed two days before the earthquake by one Charles Kobes. Since during an earthquake eight years previously, "sulfur fumes came up from under his house which almost drove his family from home", the recurrence of this phenomenon on 16 April 1906 caused Kobes to tell his family that there would be another earthquake.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(b) Effects in Water</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Numerous indications of hydrogen sulphide in bodies of water were reported. According to Larkin (1906), "creeks became milky in several places as if gas escaped from the water". Hydrogen sulfide bubbling through water is known to give it a milky appearance. Another report in the San Jose Herald of 2 May 1906 states that in Monterey Bay, on the day of the quake, there were thousands of strange fish floating on the water a few miles offshore, none of which were known to old fishermen on the boat. Similar reports of massive fish kills at times of earthquakes, especially of bottom-dwelling fish, are known from Japan, in some cases also associated with the description of milkiness of the water. Again, hydrogen sulphide, which is highly toxic to fish, seems a likely explanation, and in each case it is bottom dwelling fish which are not normally caught that are the chief victims.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(c) Anomalous Animal Behaviour</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Strange animal behaviour preceding earthquakes is well documented in many parts of the world. Dogs, pigs, horses, cows and many other animals seem to show signs of restlessness or extreme disturbance prior to major earthquakes, and I would attribute this to their ability to smell the outflow of ground gases much more readily than humans and to be altogether much more concerned about smells. In San Francisco the major reports of this nature concerned the behaviour of dogs (Lawson et al., 1908), which are reported to have been howling during the night preceding the earthquake.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(d) Earthquake Lights</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Again, as in many other earthquakes, there are many reports of flames issuing from the ground, either seen close-by or seen as a glow of light in the distance. In fact, while it was reported that the great fire, which was initiated by the earthquake, was in part caused by broken gas mains in the streets of San Francisco, this may not have been the major cause. There are numerous reports of flames seen in neighboring areas where no gas mains existed. Thus, George Madeira, a veteran mining engineer from Healdsburg, reports in the Santa Rosa Republican for 4 April 1910:</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> While investigating the natural phenomena of the seismic disturbance of April 18, 1906, I visited the mountain ranch of Mr. and Mrs. Adams, a mile and one-half northeast of Cazadero. They stated that for two night preceding the earthquake they "had seen small streams of lightning running along the ground". Their attention was called to the phenomenon by the incessant barking of their dog.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Here, evidently some 30 hours before the shock, earthquake lights were reported in what was soon to be the epicentral region.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> During the earthquake itself there were more such accounts, like that of J.E. Houser, and engineer in San Jose, California, quoted by Larkin (1906):</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> This report included the following:</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> We could see down Alameda Street ablaze with fire, it being of a beautiful rainbow color, but faint. We passed out into the street and met a man who asked, "Did you see the fire in Alameda Street?" An hour later a friend told me that the ground all around was a blaze of fire.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(e) Explosive Noises (Brontides)</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> According to George Madeira in a letter written on 5 May 1908, as quoted by Alippi (1911),</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Explosions much resembling the discharge of heavy guns have for the past two years been heard at intervals in the West and Middle Coast range of mountains, particularly in Marin, Sonoma and Mendocino Counties. Heavy detonations and rumblings were heard near the base of Mt. Tamalpais, Marin County, during the winter months and previous to the great earthquake which destroyed San Francisco and Santa Rosa in Sonoma County April 18th, 1906, and have been heard at stated times up to this writing.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Some of these later explosions evidently accompanied earthquake aftershocks.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(f) Visible Waves</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The phenomenon of slowly rolling waves, like the waves at sea, was reported from many places in the San Francisco earthquake. Lawson and others (1908) list over twenty such accounts distributed geographically from the vicinity of Eureka to Visalia, a distance of more than 600 kilometres. Several of these accounts explicitly compare the ground motion observed to that of waves in the ocean. Similar accounts are also in descriptions of other earthquakes, especially that in Lisbon. These waves were discussed by John Michell (1761), a brilliant scientist of the 18th century. What he presumed was happening was that soft alluvial deposits can be bent and do not fracture as readily as the hard rock beneath. If a great mass of gas suddenly comes from cracks in the rock, it may lift up this carpet and in that case, gravity waves quite similar to the waves in the ocean would be set up.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif; font-size: x-large; font-weight: bold;">Can Earthquakes Be Predicted?</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> We see that these descriptions make major earthquakes look much like violent eruptions, quite similar to gas eruptions from volcanoes or mud volcanoes. The airborne noises, the flames, the air pollution are all similar, and while most of the intense effects take place at the time of the quake, some of the effects occur as precursors and cannot therefore be ascribed to secondary effects of the mechanical deformation of the ground. It seems very strange that in all the attempts to predict earthquakes, no gas observations are included. Highly accurate measurements of the distortion of the ground represent the main effort, since the current theory has earthquakes resulting from a gradually augmenting stress in the rocks until they reach the breaking strain and the earthquake occurs. It is therefore supposed that one can measure the building up of the stress by the slight deformation prior to a quake. However, as a means to predicting earthquakes, this method has been entirely unsuccessful. The ground does distort on occasions, but not by any unusual amount before an earthquake.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The evacuation of Haicheng two hours before a devastating quake is an example of a successful prediction, and it was based mainly on gas effects such as a cloud of warmer air and fog developing above the known faultline, strange and nauseating smells and changes in groundwater levels. The same effects have been mentioned in very many of the ancient records.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> Gases can indeed have a lot to do with earthquakes. A large volume of gas entering the crust of the Earth from deeper levels and at a high pressure, will greatly change the mechanical properties of the rock. Pore-spaces will be inflated, and the overburden weight of the rock will be effectively relieved by the pressure of the gas. The great weight of the overburden would normally have resulted in high internal friction, opposing any slippage at all but the shallowest levels. But with gas effectively bearing the overburden, slippage can occur much more easily. Much smaller values of stress in the rock will then be sufficient to cause a quake.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> The absence of high stresses along the San Andreas fault was indeed a surprise to the investigators, when they had a chance to make such measurements in the deep well drilled at Cajon Pass in Southern California. They also failed to find there the extra heat that the known past slippage should have left behind, had it taken place without gas levitation.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> When gas has invaded an area of the crust, it generally shows some emission at the surface that can be observed, and that results in the various effects mentioned. Of course the gases that were in the pore-spaces to start with are pushed up first, before the "new" gas has got to the surface. This brings up smells which cause surprise or consternation among many animals; it brings up more carbon-dioxide and less oxygen than air has normally, and this drives animals out of burrows; it brings up humidity and temperature of the sub-surface and thus frequently makes a fog. This contains more of the heavy CO2 molecule than the average air, and can therefore make a warmer cloud that stays on the ground instead of rising rapidly. Radioactive gases that are normally generated in the ground make a prominent appearance as they are flushed from the ground.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> These signs should be taken to mean that the rock underneath has now suddenly lost much of its strength, and even small stresses will allow it to break. There was no particular build-up of stress prior to the quake, and measurements of this are therefore useless as predictors. The sudden event was the gas invasion that weakened the rock, and it is on this that a prediction method has to be based. During earthquakes and after, a lot more gas escape can usually be observed, and by then the deep source gas may have made its way to the surface. This is often combustible, probably mainly methane as this is in most common gas in deep rocks, and it often catches fire.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> In China, in Japan, in the Soviet Union, much more attention is paid to gas phenomena. Japan even has a "Laboratory of Earthquake Chemistry." The US is far behind in this field, not because it does not have the technology, but just because it took a wrong choice some time ago, and now does not wish to change course. But the citizens of earthquake-prone regions will be more concerned with obtaining a warning than to be party to a scientific controversy. Sub-surface gas observations are simple and comparatively inexpensive, such as changes in groundwater levels in water wells, or changes in gas pressure above a water table. It is high time that California and the Central Mississippi region obtained the knowledge and experience in this field that will be necessary to establish a meaningful prediction service. Instrumentation operated by scientists is one aspect of this; public earthquake education and a reporting network is another, to assure the widest possible coverage for the observation of the many phenomena that may be relevant for predictions. One wonders how many such observations go unreported because their relation to earthquakes is not generally known.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large; font-weight: bold;">References</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Alippi, T. (1911). The 1952 Fort Yuma earthquake—two additional accounts. Seismol. Soc. Amer. Bull. 68, 1761-1762.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Aquilera, J.G. (1920). The Sonora Earthquake of 1887. Seismol. Soc. Amer. Bull. 10, 31-44.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Bagnold, T. (1829). Extraordinary Effect of an Earthquake at Lima, 1828. Quart. J. Soc. Lit. Art 27, 429-430.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Demetrescu, G. and Petrescu, G. (1941). Sur les phénomènes lumineux qui ont accompagné le tremblement de terre de Roumanie de 10 Novembre 1940. Acad. Roumaine Bull. Sec. Sci. 23, 292-296.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Galli, I. (1911). Raccolta e classificazione di fenomeni luminosi osservati nei terremoti. Bol. Soc. Sismol. Ital. 14, 221-447.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Larkin, E.L. (1906). The great San Francisco earthquake. Open Court 20, 393-406.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Lawson, A.C., et al. (1908). the California Earthquake of April 18, 1906. Carnegie Institution, Washington, D.C.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Michell, J. (1761). Conjectures concerning the cause, and observations upon the Phaenomena, of Earthquakes. Phil. Trans. Roy. Soc. 51, 566-634.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Rethly, A. (1952). A Kárpámedencék Földrengesei 445-1918. Academic Publishing House: Budapest.</span></div>
<div style="font-family: 'Times New Roman';">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Schmidt, A. and Mack, K. (1913). Das Süddeutesches Erdbeben vom 16 November 1911. Württ, Jahrbücher f. Statist. u. Landeskde., Jahrg. 1912, Heft I, 96-139.</span></div>
<br />
<div style="font-family: 'Times New Roman';">
</div>
<br />
<div style="-webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
<div style="margin: 0px;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Stoqueler, Mr. (1756). Observations, Made at Colares, on the Earthquake at Lisbon, of the 1st of November 1755, by Mr. Stoqueler, Consul of Hamburg. Phil Trans. Roy. Soc. 49, 413-418.</span></div>
</div>
<span style="font-size: large;"><span class="long_text"><span style="background-color: white;" title="Terremotos são um fenômeno geológico comum no planeta Terra."><br /></span></span></span></div>
</div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0tag:blogger.com,1999:blog-912833525313223921.post-38241426029390142042011-09-10T15:16:00.023-03:002012-02-29T13:14:04.092-03:00Expansion of the Earth<div dir="ltr" style="text-align: left;" trbidi="on"><div style="font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: x-large;"><span class="long_text" id="result_box" style="color: red;"><span style="background-color: white;" title="==Expansion of the Earth=="> </span><span style="background-color: white;" title="Teria o planeta terra permanecido com o mesmo raio desde o início de sua formação?">Expansion of the Earth</span></span></span></b></div><span class="long_text" id="result_box"><span style="background-color: white;" title="Teria o planeta terra permanecido com o mesmo raio desde o início de sua formação?"></span></span><br />
<div style="text-align: justify;"><div style="font-family: Arial,Helvetica,sans-serif;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."> <span style="font-size: large;"> Did the planet Earth remained with the same radius from the beginning of its formation? Here's an intriguing question and the answer to this question certainly promotes strong impact on geological knowledge. The Theory of Plate Tectonics was an important advance in understanding the planet, but would be correct all the propositions of this theory?<br />
<br />
It may be noted that there is no question about Continental Drift and, therefore, the continents move, but will the proposals on subduction zones would be valid? The processes of formation of mountain chains were linked to areas of convergence - or the results would be buckling surface by the processes of expansion?<br />
<br />
The expansion of the Earth or the Earth Expanding Theory had as one of its most important proponents , Australian geologist Samuel Warren Carey (1911-2002). He and a small number of other researchers, continued to support expansion and investigate models of the Earth. Carey coined such phrases as "Subduction is a myth," "The most likely site for error is the most fundamental of our beliefs" and "Subduction exists only in the minds of its creators" In fact, it may be noted that there is a much greater extent of linear kilometers of Mid-ocean ridge, where there is clearly expansion of the ocean floor, than linear kilometers of so-called subduction zones as suggest by the paradigm of Plate Tectonics.</span></span></span></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img alt="" height="200" src="data:image/png;base64,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" width="163" /></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."><span style="font-size: large;"><b><span style="font-size: small;"><span style="font-family: 'Trebuchet MS',sans-serif;">Samuel Warren Carey (1911-2002), Geologist</span></span></b></span></span></span></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."><span style="font-size: large;"> The artist Neal Adams is also a supporter and promoter of ideas about a new model of the universe and the Earth Expanding Theory. According to this theory, both Earth and other celestial bodies expand. There would not exist the supercontinent Pangea and the so-called subduction zones. Neal Adams has established a YouTube channel with videos produced by himself, offering his vision of expanding the models of planet Earth.</span></span></span></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/oJfBSc6e7QQ?feature=player_embedded' frameborder='0'></iframe></div><div style="font-family: 'Trebuchet MS',sans-serif; text-align: center;"><b>A Neal Adams animation about theory that the Earth is growing</b></div><div style="font-family: Arial,Helvetica,sans-serif;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."><span style="font-size: large;"> <br />
Current models of the Earth's interior, based on studies of seismology and mantle tomography indicate that the mantle is rigid and colder than previously thought. How could then occur subduction zones? Another fact to consider is that everything in the universe seems to expand. The observation of the planets of the solar system does not show any suggestion that subduction zones could occur, however expansion processes seem to play an important role in the evolution of planets and stars. Why only planet Earth work within the meaning of Plate Tectonics?<br />
<br />
It may be noted that there are so many questions to be resolved and that support at least in the field of logic. Expansion models allow almost perfect adjustment of the continental masses on a planet with a radius smaller than the current one. Note also that many models of continental reconstruction based on Plate Tectonics leads to many inconsistencies, and that will be if that used a smaller radius in reconstruction adjustments would be better?</span></span></span></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif;"><span class="long_text" id="result_box"><span style="background-color: white;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."><span style="font-size: large;"><b><span style="font-size: small;"><span style="font-family: 'Trebuchet MS',sans-serif;"> </span></span></b></span></span></span><span class="long_text" id="result_box"><span style="background-color: white;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."><span style="font-size: large;"><br />
It would be very interesting to try to reconstruct all the continents according to the Expanding Earth Theory, using available data from geochronology, geological and paleontological correlation. If there is a better fit, certainly part of the Plate Tectonics Theory should be reviewed, analyzed and reviewed. Perhaps the most important challenge in this new global tectonics would be to study the causes of possible mechanism of expansion and adjustment of mountain building in the geologic time.<br />
</span></span></span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span class="long_text"><span style="background-color: white;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."><span style="font-size: large;"><br />
</span></span></span></div><span class="long_text"><span style="background-color: white; font-family: Arial,Helvetica,sans-serif; font-size: large;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava.">An interesting outline about the Theory of Expanding Earth can be found at :</span></span><br />
<span class="long_text"><span style="background-color: white; font-family: Arial,Helvetica,sans-serif; font-size: large;" title="Os modelos atuais do interior da terra, baseados em estudos sismológicos e de tomografia do manto apontam que o manto é rígido e mais frio do que se pensava."><a href="http://oilismastery.blogspot.com/2008/10/expanding-earth-outline.html" target="_blank">http://oilismastery.blogspot.com/2008/10/expanding-earth-outline.html</a></span></span><br />
<span class="long_text"><br />
</span><br />
<span class="long_text" style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>See also:</b></span><br />
<span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif;"><b><a href="http://earthexpansion.blogspot.com/2011_07_01_archive.html" target="_blank">DON FINDLAY'S EXPANDING EARTH BLOG - THE CHANGE FROM PLATE TECTONICS TO EARTH EXPANSION</a></b></span></span><br />
<span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif;"><br />
</span></span><br />
<span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;">Videos about Earth Expanding (Lecture in 14 videos)</span></span><br />
<span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif;"><br />
</span></span><br />
<span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b></b></span></span><br />
<div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 1 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/_f6hcGJbjL0/0.jpg" height="266" width="320"><param name="movie" value="http://www.youtube.com/v/_f6hcGJbjL0&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/_f6hcGJbjL0&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 2 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/cj_JTn4oE2o/0.jpg" height="266" width="320"><param name="movie" value="http://www.youtube.com/v/cj_JTn4oE2o&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/cj_JTn4oE2o&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 3 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/-b7qSlJZsqA?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 4 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/6KIzcii2PuY?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 5 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/qT_gaW3_ywg/0.jpg" height="266" width="320"><param name="movie" value="http://www.youtube.com/v/qT_gaW3_ywg&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/qT_gaW3_ywg&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 6 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/WbBOw1iRWT8?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 7 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/pC6fsX7Sbjk?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 8 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/yF0qCIjHPvQ?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 9 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/4XhJHyn3-18?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 10 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/nTuTNIws77Q?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 11 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/loA5OomrUUU?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 12 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/x7E4OKdmyYQ?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 13 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/ULBYjrg-4e4?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><br />
</b></span></span></div><div style="text-align: center;"><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Yes! The Earth is Expanding. Part 14 of 14.</b></span></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/LzgcnYwl-AQ?feature=player_embedded' frameborder='0'></iframe></div><span class="long_text"><span style="font-family: Arial,Helvetica,sans-serif;"><br />
</span></span></div></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com6tag:blogger.com,1999:blog-912833525313223921.post-75431472926258452011-09-04T10:17:00.001-03:002012-02-05T23:30:00.419-02:00Earth's Formation and its Interior<div dir="ltr" style="text-align: left;" trbidi="on"><span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b>Earth's Formation and its Interior</b></span><br />
<br />
<div style="text-align: justify;"><span style="font-size: large;"> Many problems of geological interpretation, certainly arise from misconceptions over about the processes involved in planetary formation.<br />
<br />
Earth was probably formed by planetesimal accretion processes, along with primordial materials available at the origin of the proto-solar system at 4,567 Ga. Among these materials were present many primordial gases such as hydrogen, helium, nitrogen, methane, among others, including complex molecules such as hydrocarbons and polycyclic aromatic hydrocarbons compounds (PAHs) and water.</span><br />
<div style="text-align: center;"><span style="font-size: large;"> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeprN6KCs9EfkCqIytndIcPA72vNd03fz7901la8aWdN0KHWLOeqBX0-PSorcDeuzU8tFij6B-fc594oPLy207kRzPyEwm8k-brB3i6mYM0jCyCFSiDFcsX_oU-4z2NBGOS46zqQL-HqW_/s1600/063_AccretionOfEarth.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeprN6KCs9EfkCqIytndIcPA72vNd03fz7901la8aWdN0KHWLOeqBX0-PSorcDeuzU8tFij6B-fc594oPLy207kRzPyEwm8k-brB3i6mYM0jCyCFSiDFcsX_oU-4z2NBGOS46zqQL-HqW_/s400/063_AccretionOfEarth.jpg" width="400" /></a></div><div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;"><b><span style="color: black; font-family: 'Trebuchet MS', sans-serif; font-size: 12pt;">An artistic conception to accretion of the Earth - planetesimals, </span></b></div><div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;"><b><span style="color: black; font-family: 'Trebuchet MS', sans-serif; font-size: 12pt;">chunks of rock and ice, from proto-planetary nebulae coallesce to </span></b></div><div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;"><b><span style="color: black; font-family: 'Trebuchet MS', sans-serif; font-size: 12pt;">form the nuclei of planets such as the Earth. </span></b></div><div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;"><b><span style="color: black; font-family: 'Trebuchet MS', sans-serif; font-size: 12pt;">The most part of abiotic hydrocarbons and primordial gases such as helium, Nitrogen, Carbon dioxide and others volatiles remain trapped within the Earth.</span></b><span style="color: black; font-family: Arial; font-size: 12pt; font-weight: bold;"> </span></div><br />
<span style="font-size: large;"> The predominant silicate materials formed from dust and impacts were submitted only to partial melting and primary geochemical differentiation focused heavier metallic elements like iron and nickel in the core of the planet with a fraction of metal carbides. Many primordial gases, carbon and hydrocarbons also were trapped inside the planet until the formation of the crust. Impacts, which are the most dominant geological process in the universe, becomes more rare after the end of the accretionary processes.</span><br />
<br />
<span style="font-size: large;"> Many geologists still think that the planet's interior is filled with magma, which is nonsense, because the formation of magma is due to strong decompression that induce formation of pockets or locally magma chambers and that can promote volcanism on the surface. Thus the Earth in its juvenile stage, was not an incandescent body as seen in pictures present in several books of geology, geography and others geosciences. These pictures leads to a misunderstanding about planet formation and, consequently, at this point of view, that hydrocarbon molecules would not be stable in a completely melted body.<br />
<br />
Thermodynamic studies show that hydrocarbons are stable at high pressures and temperatures in the Earth's interior. Most of the carbon remained in the inner part and another part</span><span style="font-size: large;"> of this carbon</span><span style="font-size: large;"> reach the surface through the processes of outgassing caused by tectonic forces.</span><br />
<br />
<span style="font-size: large;"> Understanding the process of planetary formation is fundamental to geology, both in the interpretation of the internal and external Earth's dynamics systems. </span></div></div>Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0tag:blogger.com,1999:blog-912833525313223921.post-29909008033215649732011-09-03T12:24:00.005-03:002020-02-06T23:36:44.106-03:00Unconventional Geology<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: Arial, Helvetica, sans-serif; text-align: center;">
<div style="color: red;">
<span style="font-size: x-large;"><b><span style="background-color: white; font-size: x-large;">Summary About Unconventional Geology</span></b></span></div>
<b style="background-color: white;">(clickable links)</b></div>
<div style="color: black; font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: x-large;"><b><span style="font-size: x-large;"><span style="background-color: white; color: blue;"> </span></span></b></span></div>
<div style="color: black; font-family: Arial, Helvetica, sans-serif;">
<span style="font-size: x-large;"><b><span style="background-color: white; font-size: x-large;"><span style="color: blue;"></span></span></b></span></div>
<span style="color: blue; font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><b style="background-color: white;"><span style="color: blue;"></span></b></span><br />
<ul style="color: blue; text-align: left;">
<li><b><u><a href="http://unconventionalgeology.blogspot.com/2011/09/earths-formation-and-its-interior.html" target="_blank"><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;">Earth's Formation and its Interior</span></a></u></b></li>
</ul>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif; text-align: left;">
<ul style="text-align: left;">
<li><b><u><a href="http://unconventionalgeology.blogspot.com/2011/09/expansion-of-earth.html" target="_blank"><span style="background-color: white; font-size: x-large;">Expansion of the Earth</span></a></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><a href="http://unconventionalgeology.blogspot.com/2011/09/origin-of-earthquakes.html" target="_blank"><span style="background-color: white; font-size: x-large;">Origin of Earthquakes</span></a></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><a href="http://unconventionalgeology.blogspot.com/2011/10/origin-of-hydrocarbons-and-natural-gas.html" target="_blank"><span style="font-size: x-large;"><span class="long_text" id="result_box" lang="en"><span class="hps"><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif;">Origin of Hydrocarbons - Oil, Natural Gas, Coal and the Myth of Fossil Fuels</span></span></span></span></a></u></b></li>
</ul>
<b><u><span style="background-color: white; font-size: x-large;"> </span></u></b></div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><span style="font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2011/10/isotopic-composition-of-hydrocarbon.html" style="background-color: white;" target="_blank">Isotopic Composition of Hydrocarbon Gases </a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif; text-align: left;">
<ul style="text-align: left;">
<li><b><u><span style="background-color: white; font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2011/10/intracratonic-basins.html" target="_blank">Intracratonic Basins</a> </span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif; text-align: left;">
<ul style="text-align: left;">
<li><b><u><span style="font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2011/11/hydrothermal-salt.html" style="background-color: white;" target="_blank">Hydrothermal Salt </a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><span style="font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2011/12/origin-of-carbonate-rocks.html" style="background-color: white;" target="_blank">Origin of Carbonate Rocks</a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><span style="font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2011/12/hydrocarbons-and-metallogenesis.html" style="background-color: white;" target="_blank">Hydrocarbons and Metallogenesis</a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><span style="font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/01/origin-of-black-coal.html" style="background-color: white;" target="_blank">Origin of Black Coal</a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif; text-align: left;">
<ul style="text-align: left;">
<li><b><u><span style="font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/01/peat-formation.html" style="background-color: white;" target="_blank">Peat Formation</a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><span style="font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/01/turbidite-sequences.html" style="background-color: white;" target="_blank">Turbidite Sequences</a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif;">
<ul style="text-align: left;">
<li><b><u><span style="background-color: white; font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/01/deep-hot-biosphere.html" target="_blank">The Deep Hot Biosphere</a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif; text-align: left;">
<ul style="text-align: left;">
<li><b><u><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/02/peak-oil-myth.html" target="_blank">Peak Oil Myth</a></span></u></b></li>
</ul>
<ul style="text-align: left;">
<li><b><u><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/02/hydrocabons-and-origin-of-life-in-earth.html" target="_blank">Hydrocarbons and the Origin of Life in the Earth and Beyond</a></span></u></b></li>
</ul>
</div>
<div style="color: blue; font-family: Arial,Helvetica,sans-serif; text-align: left;">
<ul style="color: blue; text-align: left;">
<li><b><u><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/02/the-myth-of-global-warming.html" target="_blank">The Myth of Global Warming</a></span></u></b></li>
<li><b><u><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><a href="http://unconventionalgeology.blogspot.com/2012/02/consequences-of-uniformitarianism.html">Consequences of Uniformitarianism</a></span></u></b></li>
</ul>
<ul style="text-align: left;"></ul>
</div>
<div style="text-align: left;">
<ul style="text-align: left;"></ul>
</div>
<div>
<span style="background-color: white;"><br />
</span><br />
<span style="background-color: white;"><br />
</span><br />
<span style="background-color: white; font-size: x-large;"><b style="color: black; font-family: Times,"Times New Roman",serif;"><i><span lang="EN-US">“</span></i></b><i style="font-family: Times,"Times New Roman",serif;"><b>What is the ape to man? A laughing-stock, a thing of shame. And just the same shall man be to the Superman: a laughing-stock, a thing of shame. </b></i></span><br />
<span style="font-size: x-large;"><span style="background-color: white; font-family: "times" , "times new roman" , serif;"> </span></span><br />
<div style="font-family: Times,"Times New Roman",serif;">
<span style="background-color: white; font-size: x-large;"><i><b> Ye have made your way from the worm to man, and much within you is still worm. Once were ye apes, and even yet man is more of an ape than any of the apes.</b></i><i style="color: black;"><span lang="EN-US"><b>”</b></span></i></span></div>
<span style="background-color: white;"><br />
</span><br />
<span style="font-size: large;"><i style="color: black;"><span lang="EN-US" style="font-family: "times" , serif;"><b style="background-color: white;">From: </b></span></i></span><br />
<h1 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;">
<span style="background-color: white; font-size: x-large;">Thus Spoke Zarathustra</span></h1>
<i style="color: black;"><span lang="EN-US" style="font-family: "times" , serif; font-size: 24pt;"><b><span style="background-color: white; font-size: x-large;">Friedrich Wilhelm Nietzsche (1844-1900)</span></b></span></i></div>
</div>
Geologisthttp://www.blogger.com/profile/03044199967329570135noreply@blogger.com0