The Second Law of Thermodynamics and Evolution

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Entropy, Evolution, and Origins

Several authors have suggested that the second law works against evolution. While this is certainly true for chemical evolution and hence the origin of life, the second law does not prevent existing biological systems from evolving.

   If anything the contrary is true. Evolution is possible because life does not seem to be able to copy its DNA without making an occasional mistake. If DNA was replicated faithfully in every generation, then chance would never create new useful information, and natural selection would never have the opportunity to preserve anything new.

   The second law is often stated as the disorder of the universe must always increase. This statement is not true, because entropy is a measure of uncertainty not disorder. Several authors have used the entropy as disorder definition, to justify the conflict between the second law and evolution. Since life is not disordered, it is possible to see the conflict when entropy is defined in this way. Nevertheless, entropy and disorder are not the same.

   The second law stipulates that the uncertainty of the universe will increase with time. This uncertainty is reflected in all physical systems. Mutations increase uncertainty. Thus, changes to existing genes and proteins are fully expected and consistent with the second law.

   The direction toward increasing complexity that life displays with time may be attributed to the preserving power of natural selection. If chance creates useful information that confers a selective advantage, then natural selection will preserve it. This process has nothing to do with the second law, and authors who suggest that the second law and evolution are somehow mutually exclusive do not understand the nature of entropy.

  

References:

1) Morowitz, Energy Flow in Biology, Ox Bow Press, 1979.
2)Brillouin, Science and Information Theory, 1956.
3) Prigogine, Stengers, Order Out of Chaos, Bantam Books, 1984.
4) Kauffman, At Home in The Universe, Oxford University Press, 1995.

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