The Hamiltonian for classical ideal gas for N atoms is H = (i) Calculate E(E) and obtain the following entropy relation 3/21 (4rm E 3h2 N. S(E,V) = Nklog +-Nk (ii) Calculate internal energy U(S,V). (iii) Calculate specific heat capacity.
The Hamiltonian for classical ideal gas for N atoms is H = (i) Calculate E(E) and obtain the following entropy relation 3/21 (4rm E 3h2 N. S(E,V) = Nklog +-Nk (ii) Calculate internal energy U(S,V). (iii) Calculate specific heat capacity.
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![The Hamiltonian for classical ideal gas for N atoms is H =
(i) Calculate E(E) and obtain the following entropy relation
3/21
(4rm E
3h2 N.
S(E,V) = Nklog
+-Nk
(ii) Calculate internal energy U(S,V).
(iii) Calculate specific heat capacity.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcfdce8fc-893a-4d26-90a3-74effe56839a%2F606357df-d54e-45ee-912a-8e5c14b53b88%2Fzr79asd.jpeg&w=3840&q=75)
Transcribed Image Text:The Hamiltonian for classical ideal gas for N atoms is H =
(i) Calculate E(E) and obtain the following entropy relation
3/21
(4rm E
3h2 N.
S(E,V) = Nklog
+-Nk
(ii) Calculate internal energy U(S,V).
(iii) Calculate specific heat capacity.
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