Consider system with just two states. Take the two states to have energies 0 and ε. Partition function is Z = 1+e(-βT). Helmholtz free energy is F = -TKβln(1+e(-βT)) 1. From Helmholtz free energy find the entropy 2. Find the pressure of the system 3. Find the heat capacity at constant volume
Consider system with just two states. Take the two states to have energies 0 and ε. Partition function is Z = 1+e(-βT). Helmholtz free energy is F = -TKβln(1+e(-βT)) 1. From Helmholtz free energy find the entropy 2. Find the pressure of the system 3. Find the heat capacity at constant volume
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Consider system with just two states. Take the two states to have energies 0 and ε. Partition function is Z = 1+e(-βT). Helmholtz free energy is F = -TKβln(1+e(-βT))
1. From Helmholtz free energy find the entropy
2. Find the pressure of the system
3. Find the heat capacity at constant volume
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