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3 votes
1 answer
72 views

I am studying statistical mechanics on my own with several books (Pathria, Huang, Reichl, etc..) and there is a conclusion which is stated in all these books is but never showed. This might be so ...
Alexandre Zagara's user avatar
-8 votes
0 answers
66 views

I'm working through a statistical mechanics problem and found something that matches cosmological observations surprisingly well. Binary Entropy Maximization Consider N distinguishable patches, each ...
Ivars's user avatar
  • 17
0 votes
2 answers
77 views

Helmholtz free energy of a system of atoms (for example — a perfect crystal) at $0$ K can be obtained by performing a static density functional theory (DFT) calculation (neglecting the effects of zero ...
Rajorshi Chattopadhyay's user avatar
-1 votes
0 answers
71 views

I need to numerically generate colored noise with a Power Spectral Density (PSD) $S(\omega,T) \propto \coth(\omega/T)$ (quantum thermal noise). I cannot use standard Spectral Synthesis (Inverse FFT) ...
Phicalc's user avatar
  • 29
2 votes
0 answers
79 views

In statistical mechanics (in particular I'm interested in applying the Landau Kinetic Equation to a hard spheres gas), it is often useful to get the gradient or the Fourier transform of the ...
Murilo Porfirio's user avatar
0 votes
0 answers
52 views

I understand how Ehrenfest is sort of giving a correspondence between classical and quantum whereas von Neumann is more like a quantum mechanical equivalent of Liouvilles equation. But do they share ...
Okie's user avatar
  • 1
1 vote
0 answers
56 views

In classical mechanics, the space of states is the cotangent bundle of configuration space. This space of states is also called phase space. In the physical case where phase space represents all ...
Silly Goose's user avatar
  • 4,113
1 vote
0 answers
62 views

I've been playing around with Bohmian mechanics in electronic systems. I really like the interpretation of particle trajectories in terms of the continuity, Hamilton Jacobi equation and guiding ...
Spencer's user avatar
  • 11
1 vote
0 answers
32 views

I want to learn Edwards-Anderson and Sherrington-Kirkpatrick models properly with their calculations (Replica symmetry, phase transition, etc.). I need couple of sources such as books and papers ...
3 votes
1 answer
178 views

While deriving ideal gas equation we assumed the container to be a cuboid and then we took the volume to be $lbh$ where l, b, h are length, breadth, and height respectively. Will the equation still be ...
anonymous's user avatar
1 vote
1 answer
78 views

I have a very basic confusion about the 2D random-bond Ising model on a square lattice with Boltzmann weight $$\omega(J_{ij},\sigma_j)=\prod_{ij}(1-p)^{\delta_{J_{ij}=1}} p^{\delta_{J_{ij}=-1}} e^{-\...
Andi Bauer's user avatar
0 votes
1 answer
154 views

Let's say there is a group of molecules confined in a box. Because of the molecules, the temperature in the box reaches up to 5000 kelvin. Each molecule in the box has about 1.036 * 10^-19 Joules (...
Owlywolf's user avatar
  • 507
0 votes
0 answers
46 views

I am looking for good notes on the Maxwell-Juttner distribution and its derivation. I stumbled across this post Calculation of Maxwell-Juttner distribution integral but I was unable to find reference ...
Rinzler's user avatar
1 vote
2 answers
138 views

I just finished up a uni course on magnetism, which mostly made sense, but I've been left with some questions about ferromagnetic behaviour; in particular, I'm not satisfied with my lecturer's ...
Charlie P's user avatar
0 votes
1 answer
72 views

"The potential curve will have the shape shown in the figure above if the molecules approach each other in plane A along the line connecting their centers". "If the molecules approach ...
Marmajuck's user avatar

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