A system ”A” is in thermal contact with a thermal reservoir ”B”, kept at
a temperature T. If a heat Q is exchanged between ”A” and ”B” before
they reach a thermal equilibrium with each other, show that the following
function becomes minimum at equilibrium: F = E − T S, where E is the
internal energy of the system ”A” and S is the entropy of the reservoir
”B”.
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Explanation:
a temperature T. If a heat Q is exchanged between ”A” and ”B” before
they reach a thermal equilibrium with each other, show that the following
function becomes minimum at equilibrium: F = E − T S, where E is the
internal energy of the system ”A” and S is the entropy of the reservoir
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