12.6 (a) Calculate the grand partition function 2(z, V, T) for a two-dimensional ideal Bose gas and obtain the limit 1 lim log 2( z, V,T) V→∞ V where V = L² is the area available to the system.
12.6 (a) Calculate the grand partition function 2(z, V, T) for a two-dimensional ideal Bose gas and obtain the limit 1 lim log 2( z, V,T) V→∞ V where V = L² is the area available to the system.
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From kerson huang statistical mechanics book
![12.6 (a) Calculate the grand partition function 2(z, V, T) for a two-dimensional ideal
Bose gas and obtain the limit
1
lim
log 2(z, V, T)
V→∞ v
where V = L² is the area available to the system.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa0b9eacb-bdb8-435e-a22d-fd2514eb15ea%2Fdc4af7e6-adbe-4617-bb43-7a7f3855edf6%2Fuokr3p5_processed.png&w=3840&q=75)
Transcribed Image Text:12.6 (a) Calculate the grand partition function 2(z, V, T) for a two-dimensional ideal
Bose gas and obtain the limit
1
lim
log 2(z, V, T)
V→∞ v
where V = L² is the area available to the system.
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