Homework Help is Here – Start Your Trial Now!
Science
Advanced Physics
Consider the partition function: 1 Z(N, V,T) 2rm 3N/2 (V – Nr)" exp(88N² /v), N! h2B where s and r are constants. This is the partition function for a Van der Waals gas. Compute the entropy and the pressure of this gas and thus show that the equation of state is: sN2 P+ V2 (V - Nr) = NKT.

Consider the partition function: 1 Z(N, V,T) 2rm 3N/2 (V – Nr)" exp(88N² /v), N! h2B where s and r are constants. This is the partition function for a Van der Waals gas. Compute the entropy and the pressure of this gas and thus show that the equation of state is: sN2 P+ V2 (V - Nr) = NKT.

icon
Related questions
Question

This question.

Consider the partition function: 3N/2 27rm Z(N, V,T) = N! (V – Nr)N exp(8BN²/V), h2B where s and r are constants. This is the partition function for a Van der Waals gas. Compute the entropy and the pressure of this gas and thus show that the equation of state is: sN2 P+ (V- Nr) = NKT. V2
Transcribed Image Text:Consider the partition function: 3N/2 27rm Z(N, V,T) = N! (V – Nr)N exp(8BN²/V), h2B where s and r are constants. This is the partition function for a Van der Waals gas. Compute the entropy and the pressure of this gas and thus show that the equation of state is: sN2 P+ (V- Nr) = NKT. V2
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 6 steps

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer