- #1
morrobay
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With S = K ln W where W is probability system is in the state it is in relative to all other possible states :
W = VN , V = volume, N = number of particles so ln W = N (ln V)
And this expression is for non equilibrium state.
For equilibrium state S = K ln Ω Then is the only difference between W and Ω that Ω is for maximum entropy ?
If so it appears it would have same value as W
W = VN , V = volume, N = number of particles so ln W = N (ln V)
And this expression is for non equilibrium state.
For equilibrium state S = K ln Ω Then is the only difference between W and Ω that Ω is for maximum entropy ?
If so it appears it would have same value as W
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