Virial coefficients of model systems: Difference between revisions

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m (New page: <math> \frac{p V}{N k_B T } = Z = 1 + \sum_{k=2} B_k(T) \rho^{k-1}. </math> where * <math> p </math> is the pressure *<math> V </math> is the volume *<math> N </math> is the number o...)
 
m (Alpabetical order.)
 
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<math> \frac{p V}{N k_B T } = Z = 1 + \sum_{k=2} B_k(T) \rho^{k-1}.
*[[Binary hard sphere mixture: virial coefficients| Binary hard sphere mixtures]]
</math>
*[[Gaussian overlap model: virial coefficients | Gaussian overlap model]]
 
*[[Hard ellipsoids: virial coefficients|Hard ellipsoids]]
where
*[[Hard sphere: virial coefficients|Hard disks]]
 
*[[Hard sphere: virial coefficients|Hard spheres]]
* <math> p </math> is the pressure
*[[Hard spherocylinders: virial coefficients | Hard spherocylinders]]
 
*[[Lennard-Jones model: virial coefficients| Lennard-Jones model]]
*<math> V </math>  is the volume
*[[Square well potential: virial coefficients|Square well potential]]
 
*[[Two-center Lennard-Jones model: virial coefficients| Two-center Lennard-Jones model]]
*<math> N </math> is the number of molecules
==Interesting reading==
 
*[http://dx.doi.org/10.1103/RevModPhys.25.831  Taro Kihara "Virial Coefficients and Models of Molecules in Gases", Reviews of Modern Physics  '''25''' pp. 831-843 (1953)]
* to be continued ...
[[Category:Virial coefficients]]

Latest revision as of 11:54, 23 July 2008

Interesting reading[edit]

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