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Problems
Problem 1.1:
Problems 1 through 5 will use the following system. Suppose that we
have a two state system, in which the first state has energy
and the second, energy 3. Give the ratio
of the probability of occupancy of the first to the probability of
occupancy of the second, and simplify.
[Solution] and the second, energy 3. Give the ratio
of the probability of occupancy of the first to the probability of
occupancy of the second, and simplify.
Problem 1.2:
Calculate the partition function of the system.
[Solution]Problem 1.3:
Calculate the absolute probability of finding the system in the state
with energy .
[Solution].
Problem 1.4:
What happens to the occupation of the state with energy
as τ→ 0 and as τ→∞?
[Solution]
as τ→ 0 and as τ→∞?
Problem 1.5:
Calculate the free energy of the system.
[Solution] |
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