- #1
hansbahia
- 55
- 0
Homework Statement
I have the equation
Z=1/N!h3N∫∫d3qid3pie-βH(q,p)
How can I get the entropy from this equation assuming a classical gas of N identical, noninteracting atoms inside a volume V in equilibrium at T where it has an internal degree of freedom with energies 0 and ε
What about the specific heat at constant volume Cv?
Can anyone explain the equation?
Homework Equations
Z=1/N!h3N∫∫d3qid3pie-βH(q,p)
The Attempt at a Solution
Well I integrated the momentum and the volume separately. At the end I did get PV=NRT where I'm supposed to show that from this equation I can derive to the ideal gas law equation
∫d3q=VN=Vn/N!
∫d3p=0
However by using Z equation I can derive the entropy for this problem, how?
what about specific heat?