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An important extensive property of all systems in thermodynamics, statistical mechanics, and information theory, quantifying their disorder (randomness), i.e., our lack of information about them. It characterizes the degree to which the energy of the system is *not* available to do useful work.

1 vote
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718 views

Entropy and Conservation of Momemtum

I have often wondered what the relationship is for example between Conservation of Angular Momentum and Entropy For example I have a simple system with two possible (but not equally probable) microstates … consisting of 8 particles contained in a circular boundary Entropy tells me I will evolve from the ordered to the disordered system However Conservation of Angular Momentum tells me that the Angular …
Quentin Chester's user avatar
1 vote
2 answers
255 views

Second Law from Statistics

Further explanation Working down from Entropy a statistical law which says that it is highly improbable that an equilibrium state will occupy anything but the most probable (disordered states) Supports … The scenario I propose (however far-fetched) is one where order can be created by movement between fixed equally probable microstates at static** temperature– Fixed Microstates - Entropy does not increase …
Quentin Chester's user avatar