
What is a microstate, macrostate and thermodynamic probability …
For each macrostate, there are many, many microstates which result in the same macrospace: for example, if you interchange velocity (but not position) of two gas particles, the macrostate …
statistical mechanics - When are all microstates equally probable ...
When viewing the system then, it appears that its microstates are not equiprobable when connected to the reservoir – ‘system microstates’ in which the system has more energy are …
Microstate and Phase space - Physics Stack Exchange
Apr 8, 2022 · To do this, we observe that there exists a direct correspondence between the various microstates of the given system and the various locations in the phase space. The …
Are all microstates always equally probable? [duplicate]
Feb 3, 2024 · Then, assuming all microstates are equally probable, the system will most likely be found in the macrostate with the largest number of microstates, as the probability will be …
Boltzmann entropy, what is $\\Omega$, in $S=k_B \\ln( \\Omega )$?
Oct 14, 2022 · In fact, $\Omega$ is the number of microstates (or the volume of phase space) compatible with the macrostate your system is in. Usually, the equilibrium macrostate has a …
What constitutes a microstate? - Physics Stack Exchange
Sep 19, 2022 · A microstate is something like a specific configuration of particles in a system. However, does this consist only of the energies of the specific particles? Or are the velocities …
Proportionality between pressure, volume, and number of …
Dec 23, 2018 · Determining the proportionality factor in (7) would probably have little utility, because we rarely need to add the number of microstates of one system to the number of …
thermodynamics - Do the number of possible microstates increase …
Dec 6, 2014 · Edit- I noticed the statement of the question has been changed since I've posted the answer. Now it is: "Do the number of possible microstates increase as temperature …
Solved Entropy is the randomness of a system. At the - Chegg
Entropy is the randomness of a system. At the molecular level, entropy can be described in terms of the possible number of different arrangements of particle positions and energies, called …
Statistical mechanics: Meaning of "accessible" in "accessible …
microstates for the diamond in which the carbon atoms are rearranged into a piece of graphite I'm glad you posted this because I neglected this entirely in my answer. One definitely has to …