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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 31, 1976 - Issue 3
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Research notes

Second virial coefficients of alkali vapours

A.B. Sannigrahi Department of Chemistry, Indian Institute of Technology, Kharagpur 2, India
,
S. Noor Mohammad Department of Chemistry, Indian Institute of Technology, Kharagpur 2, India
&
D.C. Mookherjee Department of Pure Chemistry, Calcutta University, Calcutta-9, India
Pages 963-970 | Received 13 May 1975, Published online: 23 Aug 2006

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Read on this site (2)

DavidM. Heyes & LeslieV. Woodcock. (1986) Clustering and some other physical effects of van der Waals potentials. Molecular Physics 59:6, pages 1369-1388.
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A.J.C. Varandas & J. Brandão. (1982) A simple semi-empirical approach to the intermolecular potential of van der Waals systems. Molecular Physics 45:4, pages 857-875.
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Articles from other publishers (6)

Chang Zhao, Yi Fu Li, Bao Qiang Xu, Bin Yang, Da Chun Liu & Hong Wei Yang. (2018) Calculation of the second virial coefficients of alkali metals by modified Peng–Robinson equation. Journal of Mathematical Chemistry 56:9, pages 2768-2784.
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M.H. Ghatee & M. Sanchooli. (2001) Second virial coefficients of alkali metals from diatom fractions and assessment of ISM EOS by real data. Fluid Phase Equilibria 189:1-2, pages 63-83.
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Hossein Eslami & Ali Boushehri. (1998) Equation of state for molten alkali metal alloys. Fluid Phase Equilibria 152:2, pages 235-242.
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M. H. Ghatee & A. Boushehri. (1995) An analytical equation of state for molten alkali metals. International Journal of Thermophysics 16:6, pages 1429-1438.
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C. A. De Nieto Castro, J. M. N. A. Fareleira, P. M. Matias, M. L. V. Ramires, A. A. C. Canelas Pais & A. J. C. Varandas. (2010) Thermophysical Properties of Alkali Metal Vapours, Part I — Theoretical Calculation of the Properties of Monatomic Systems. Berichte der Bunsengesellschaft für physikalische Chemie 94:1, pages 53-59.
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B. Wetzel & W. Witschel. (1985) On the exact analytical second virial coefficient for a realistic four-parameter potential with applications to Na 2. Chemical Physics Letters 119:6, pages 543-549.
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