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Virial theorem for two‐body Dirac equation

Journal of Mathematical Physics, 1993
peer reviewedThe quantum-mechanical virial theorem is applied to the two-body Dirac equation. It can be used as a powerful test for solutions of this equation.
Claude Semay
exaly   +2 more sources

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Theoretical studies of real-fluid oxidation of hydrogen under supercritical conditions by using the virial equation of state

Combustion and Flame, 2022
Hao Zhao, Chong-Wen Zhou
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On the virial equation for the osmotic pressure of linear polyelectrolytes

Journal of Chemical Physics, 1982
V Vlachý
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Virial equation of state for natural gas systems

Fluid Phase Equilibria, 2003
J P M Trusler, J F Estela-Uribe
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Calculation of the second virial coefficients of alkali metals by modified Peng–Robinson equation

Journal of Mathematical Chemistry, 2018
Hong Wei Yang
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Virial coefficients, equation of state, and solid–fluid coexistence for the soft sphere model

Molecular Physics, 2011
Andrew J Schultz, David A. Kofke
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Integral-equation theories and Mayer-sampling Monte Carlo: a tandem approach for computing virial coefficients of simple fluids

Molecular Physics, 2011
Aurélien Perera
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GENERALIZED DERIVATIONS FOR MIXTURES USING THE VIRIAL EQUATION: APPLICATION TO FUGACITY

Chemical Engineering Communications, 1995
K R Hall
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Equation of state for the soft‐sphere fluid from a direct summation of the virial series

Journal of Chemical Physics, 1993
José Ramón Solana, M J Maeso
exaly  

Generalised virial equation of state for natural gas systems

Fluid Phase Equilibria, 2005
J F Estela-Uribe
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