Question: Show that in the limit T >> 0 the heat capacity of a solid goes towards the limit C v 3Nk B , in

Show that in the limit T >> 0 the heat capacity of a solid goes towards the limit Cv → 3NkB, in conventional units. To obtain higher accuracy when T is only moderately larger than 0, the heat capacity can be expanded as a power series in 1/T, of the form

-Σα./Τ] C, = 3Nkg X [1 -

Determine the first non-vanishing term in the sum. Check your result by inserting T = 0 and comparing with table 4.2.

-./] C, = 3Nkg X [1 -


-./] C, = 3Nkg X [1 -

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