Question

deduce an expression for the entropy of monoatomic gas in terms of partition function.​

Answer 1

Answer:

∆H=∆nRt

where ∆n is difference between moles in the product and reactant

Answer 2

Answer:

Boltzmann formula and statistical entropy

Explanation:

Entropy is related to the dispersal of energy and that the partition

the function is a measure of the number of thermally accessible states, we can be  confident that the two are indeed related.

S= K ln W

Relate the Boltzmann formula for the entropy to the partition function. Substitute  the expression for ln W

S = $\frac{U - Uo}{T} Nk ln q$

S= \frac{U - Uo}{T} Nk ln q

The statistical entropy

(ln W = N ln N − ∑i ni ln  ni) and N = ∑i ni

= -Nk ∑pi ln pi.