Boltzmann Equation: Entropy & Thermodynamics

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The discussion centers on the Boltzmann equation, S = k ln Ω, which relates entropy (S) to the number of microstates (Ω) in a thermodynamic system. Participants clarify that entropy is a measure of disorder, and the equation quantifies this by linking it to the arrangements of particles. The concept of microstates is defined as the various ways particles can be arranged while still resulting in the same macrostate. The conversation emphasizes the importance of understanding these terms in the context of thermodynamics. Overall, the Boltzmann equation serves as a fundamental relationship in statistical mechanics.
Entr0py
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There was an equation I saw before and I think it pertains to Boltzmann and thermodynamics. I think it describes the entropy of a system. From what I can remember, it involves the symbol omega to denote micro states, k for a constant, and a logarithm somewhere. Anyways, hopefully some one knows which equation I'm talking about. Thanks.
 
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Yes, what does the equation you posted mean exactly? So is that equation describing and explaining?
 
Entr0py said:
Yes, what does the equation you posted mean exactly? So is that equation describing and explaining?
I might to say, what is that equation explaining and describing?
 
S is entropy which is usually said to be a measure of disorder in the system. The above equation just quantifies this definition in terms of the number of microstate which all correspond to a single macrostate.
 
Now how would you define a micro state? Would it be like the number of ways tiny particles can arrange themselves?
 
Entr0py said:
Now how would you define a micro state? Would it be like the number of ways tiny particles can arrange themselves?
See here!
 
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