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Nilanjan Bhowmick AIR 3, CSIR NET (Earth Science)
Sanju Lather posted an Question
December 30, 2021 • 23:58 pm
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10 points
10 points
- CSIR NET
- Physical Sciences
I want to ask the reason behind the solution.
i want to ask the reason behind the solution. how did we conclude that?
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Nargis sultana
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entropy at equilibrium of an isolated system is always MAXIMUM...hence S=K ln omega implies that omega also need to be MAXIMUM..
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Swapnadeep goswami
Well this is a very elemantary yet elegant relation in Physics. This relation is basically a manifestation of Nernst heat theorem, which you can check over the internet or you can read any standard text book of thermodynamics or statistical mechanics. But the main point I would like to state that entrooy is a measure of disorder of a system. Equilibrium happens to be the most disordered state a system can have and thus entropy becomes maximum at equilibrium. So we can say that equilibrium is the most desired or preferred states among all the states a system can posses. This suggest that there must be an inherent relation between the thermodynamic probability of the system and its entropy. This may feel a little round ,but the bottom line is a system wants to posses a state which has maximum number of accessible states and surprisingly equilibrium states satisfy that property with the entropy being maximum.
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Sanju lather
thankyou guys