1. Compute the partition function Z¡(T, V, N, B) of a single molecule as a function of the temperature T, volume V, the number of molecules N, and the magnetic field B. 2. What are the probabilities for S of a specific molecule to take the values +1 and – 1 at temperature T? 3. Find the pressure P of the gas as a function of T, V, N, B. How the pressure behaves as you flip the direction of the magnetic field?
1. Compute the partition function Z¡(T, V, N, B) of a single molecule as a function of the temperature T, volume V, the number of molecules N, and the magnetic field B. 2. What are the probabilities for S of a specific molecule to take the values +1 and – 1 at temperature T? 3. Find the pressure P of the gas as a function of T, V, N, B. How the pressure behaves as you flip the direction of the magnetic field?
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