Show that at thermal equilibrium the temperature and pressure of the body are the same as those of the environment. At thermal equilibrium ∆A = 0, and ∆G = 0 .
We know that Helmholtz free energy (A) = U - TS where
U = internal energy
T = Temperature
S = Entropy
Now at constant T and P, i.e when the system and surrounding left in contact with each other over a period of time then all the variables would be almost of the same value.
Therefore the change in A will be negligible or zero.
For Gibbs free energy (G ) = U - TS + PV
The T and P will make the other variables constant over a certain period of time, Hence the change in G will be zero.
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