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H-theorem

In thermodynamics, the H-theorem describes the increase of entropy of an ideal gas in an irreversible process, solving the Boltzmann equation.

The quantity H is defined as the integral over velocity space :

H \equiv \int { P ({ln P}) d^3 v} = \left\langle { ln P } \right\rangle

where P(r) is the probability. Using the Boltzmann equation one can prove that H can only decrease.

Therefore, the generalized entropy is defined as

S \equiv - { H \over k}

where S always increases.

This theorem is based on Boltzmann's assumption of "molecular chaos " which breaks time reversal symmetry and therefore "begs the question".

The final resolution of the time reversibility paradox - Loschmidt's paradox - is found in the Fluctuation Theorem.

12-19-2008 14:25:18
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