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06-14-2002, 07:02 PM | #1 |
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Radiometric dating on recently (relatively, at least) molten rock
Radiometric dating on recently (relatively, at least) molten rock.
I'd heard that it's unreliable there, true or false? |
06-14-2002, 07:58 PM | #2 |
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It depends upon what you mean by "radiometric dating." There are different methods, and each method is suitible for some particular situation.
Of course, if we are speaking of "very" recent, then the whole business gets tied up in the fact that the radioactive decay doesn't hardly begin until the rock cools to some degree, The whole idea is to measure how long since the rock cooled, but there is a huge uncertainty zone when you are very near the time of cooling. Strictly as an illustration (I don't have the exact numbers off the top of my head), if the usual margin of error was the greater of plus or minus 5% or 5 years, trying to measure it within a couple of years of cooling could give you very unpredictable results. == Bill |
06-14-2002, 08:43 PM | #3 | |
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Bill: This is what provoked me to ask the question (if you don't like linking to other forums from here, my apologies)
<a href="http://www.theologyonline.com/vbulletin/showthread.php?s=&postid=72001#post72001" target="_blank">http://www.theologyonline.com/vbulletin/showthread.php?s=&postid=72001#post72001</a> Quote:
thanks |
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06-14-2002, 09:36 PM | #4 |
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A good deal of research has been done to establish what kinds of situations are not good candidates for radiometric dating.
Most methods used on volcanics date the last time a sample was completely melted. (note that there are some techniques that can compensate for partial reworking but with a loss of accuracy.) Neither the Mt. St. Helens pyroclastic flow material nor the building lava dome would be good candidates for analysis. A good book to read is on different methods plus a general history of dating: Dalrymple, G. Brent, 1991 The Age of the Earth Stanford: Stanford University Press Here are some online sources, and there are some very well informed people who are regulars on this BB. <a href="http://home.austarnet.com.au/stear/hiding_the_numbers_woody_henke.htm" target="_blank">Hiding the Numbers to Defame Radiometric Dating</a> <a href="http://asa.calvin.edu/ASA/resources/Wiens.html" target="_blank">Radiometric Dating A Christian Perspective by Roger C. Wiens</a> |
06-14-2002, 10:13 PM | #5 | |
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Quote:
If you were going to mail a box of cookies to your Dad for Father's day, would you use a truck-scale to weigh it in order to determine how much postage to pay? Why or why not? |
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06-15-2002, 12:28 AM | #6 |
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Cheers
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06-15-2002, 02:22 AM | #7 |
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Radioactive decay is going on all the time. What happens as a magma cools and forms a rock is that minerals form and retain the decay products where they form. It's the time of 'closure' that a chronometer dates.
What the people are talking about here is the excess argon 'problem' in K-Ar dating. The Earth's mantle has an excess of 40Ar, so if the material of a rock didn't lose all it's gas as it erupted, simply dividing 40Ar by potassium will give a false old age. Typically this happens when a basalt contains crystals that were solid befoir it erupted (e.g. xenocrysts), or when a rock wasn't completely degassed. There are 2 flaws with their analysis: 1. People generally use the argon-technique and look for a correlation between potassium and argon rather than just calculating a ratio (different minerals in a rock have different potassium contents, so they have different argon contents from potassium decay since they formed). The age is calculated from the correlation, and the existence of a correlation tests the hypothesis that the argon was generated in the rocj since the rock formed. 2. The excess 40Ar in the mantle is not primordial - it was generated by decay of potassium over the 4.5 Ga of the Earth's existence. Using it to defend a young earth is paradoxical. |
06-15-2002, 05:57 PM | #8 |
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Dalrymple, of Age of the Earth fame, has a table in another publication somewhere ( c'mon, feed me the link!) which has been seized on by AiG and the like. He has a few, five or so, instances of "modern" or historically dated lavas which give "incorrect" dates - he presumable offers reasons for these. AiG uses this part. The part of the table they don't use are the 20+ lavas that give a correct, "zero" age. And this with the "truck-scale to weigh cookies" that S2F mentioned.
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