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07-31-2002, 05:37 PM | #41 | ||||
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Oh, and by luck I found student that had the book I was looking for to support my position. Quote:
[ July 31, 2002: Message edited by: DNAunion ]</p> |
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07-31-2002, 05:37 PM | #42 | |
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I think even DNAUnion will agree that a flash-frozen hamster is good and dead, and unlikely to revive upon thawing. Therefore, it is possible to change from the living state to the dead state while simultaneously losing entropy. m. |
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07-31-2002, 05:48 PM | #43 | |
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[ July 31, 2002: Message edited by: DNAunion ]</p> |
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07-31-2002, 05:52 PM | #44 | ||
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Good boy. You have risen above that glorious standard of an ignorant Creationist. Here's another bone. [ July 31, 2002: Message edited by: Scientiae ]</p> |
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07-31-2002, 05:55 PM | #45 | |||
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[ July 31, 2002: Message edited by: DNAunion ]</p> |
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07-31-2002, 05:55 PM | #46 |
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DNAunion, I suggest you stop pissing in Scientiae's cereal every morning...
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07-31-2002, 05:56 PM | #47 | |
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Wouldn't the separtion of oil and water be better explained not as more or less entropy but as being in the lowest energy state. To understand entropy in that system I think it would be easier to use statistical mechanics: S == k ln(w) where S == entropy, k == Boltzmann constant and w == density of states at energy E. Since the separated state is the lowest energy state, any mixing will introduce energy and the number of combinations of such states at that energy will be quite large compared to the lowest energy state so entropy will increase. Starboy |
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07-31-2002, 06:06 PM | #48 | |||
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I guess your problem is that you misinterpretted what I said here… Quote:
But since I didn't make that claim, you should have been able to conclude that I was not equating flash freezing with simply freezing solid. [ July 31, 2002: Message edited by: DNAunion ]</p> |
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07-31-2002, 06:10 PM | #49 | |
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I agree a frozen hamster would have lower entropy then a live one. The same thing would be true for a brick. The way I am using order, I think it would be somewhat proportional to the inverse of entropy. So as order increases entropy decreases. A perfect crystalline structure at absolute zero is maximally ordered, but its entropy is defined to be zero. When I say that the transition from living to the dead decreases order what I am trying to say is that such a transition increases entropy. A more basic argument is that at the time of death, the organism stops the process of maintaining its order, and that represents a discontinuous jump in entropy. Starboy |
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07-31-2002, 06:10 PM | #50 | |
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