Consider a system of two Einstein solids, A and B, with NA = 130, Ng = 70, and qtotal = 60. For an Einstein solid, the multiplicity function is given as (a+N+1)! q!(N- 1)! g(N,q) = 2nq(q + N) a) Determine the number of energy units for solidA, GA, for the: I most probable configuration. L least probable configuration b) Use the Einstein multiplicity function to calculate the total number of microstates for the entire two solid system when the two solids are in the i most probable configuration ii least probable configuration
Consider a system of two Einstein solids, A and B, with NA = 130, Ng = 70, and qtotal = 60. For an Einstein solid, the multiplicity function is given as (a+N+1)! q!(N- 1)! g(N,q) = 2nq(q + N) a) Determine the number of energy units for solidA, GA, for the: I most probable configuration. L least probable configuration b) Use the Einstein multiplicity function to calculate the total number of microstates for the entire two solid system when the two solids are in the i most probable configuration ii least probable configuration
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Transcribed Image Text:Consider a system of two Einstein solids, A and B, with NA = 130, NB = 70, and qtotal = 60. For an Einstein solid, the
multiplicity function is given as:
g(N,q) =
(a+N+1)!
q!(N - 1)!
V 2ng(q + N)
a) Determine the number of energy units for solid A, qA, for the:
I most probable configuration
it. least probable configuration
b) Use the Einstein multiplicity function to calculate the total number of microstates for the entire two solid system when the
two solids are in the
i most probable configuration
il least probable configuration
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