Editing Exact solution of the Percus Yevick integral equation for hard spheres
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The [[Equations of state | equation of state]] is given by (Eq. 7 of <ref name="wertheim1" />) | The [[Equations of state | equation of state]] is given by (Eq. 7 of <ref name="wertheim1" />) | ||
:<math> | :<math>\beta P \rho = \frac{(1+\eta+\eta^2)}{(1-\eta)^3}</math> | ||
where <math>\beta</math> is the [[inverse temperature]]. Everett Thiele also studied this system <ref>[http://dx.doi.org/10.1063/1.1734272 Everett Thiele "Equation of State for Hard Spheres", Journal of Chemical Physics, '''39''' pp. 474-479 (1963)]</ref>, | where <math>\beta</math> is the [[inverse temperature]]. Everett Thiele also studied this system <ref>[http://dx.doi.org/10.1063/1.1734272 Everett Thiele "Equation of State for Hard Spheres", Journal of Chemical Physics, '''39''' pp. 474-479 (1963)]</ref>, |