Thermal physics. Entropy's functional dependecy


by rar0308
Tags: dependecy, entropy, functional, physics, thermal
rar0308
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#1
Apr7-12, 02:43 AM
P: 48
1. The problem statement, all variables and given/known data
I'm reading Kittel&kroemer's Thermal physics. How can I know Entropy's functional dependency?
Author assume entropy's functional dependecy without explanations and derive some equaltities. So I can't follow it.

N the number of particles. U Energy of the system. V. volume of the system [itex]\tau[/itex] fundamental temperature
[itex]\sigma(N,U)[/itex], [itex]\sigma(\tau,V) etc...[/itex]


2. Relevant equations



3. The attempt at a solution
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George Jones
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#2
Apr7-12, 10:47 AM
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On what page(s) does this occur?
rar0308
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#3
Apr7-12, 09:41 PM
P: 48
2nd edition p66~p67, p43. "" is what author says.
p66 "The number of states and thus the entropy depend only on U and on V, for fixed number of particles," I don't know why the number of states depend on on U and V.
In chapter2 multiplicity thus entropy is function of U and N. p43 "The entropy may depend on additional independent variables" I don't know in what circumstance the entropy depend on what variables.
p67 "If we denote these interdependent values of dU and dV by [itex](\delta U)_{\sigma}[/itex] and [itex](\delta V)_{\sigma}[/itex], the entropy change will be zero." I don't know why it's possible to assume constant entropy and make U and V be interdependent.


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