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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 26, 1973 - Issue 5
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Original Articles

Long-range interaction between hydrogen atoms: estimate of third-order contributions

G.P. Arrighini Istituto di Chimica Fisica dell'Università di Pisa, Via Risorgimento 35, 56100, Pisa, Italy
,
F. Biondi Scuola Normale Superiore, Piazza dei Cavalieri 7, 56100, Pisa, Italy
&
C. Guidotti Laboratorio di Chimica Quantistica ed Energetica Molecolare del CNR, Via Risorgimento 35, 56100, Pisa, Italy
Pages 1137-1145 | Received 20 Feb 1973, Published online: 23 Aug 2006

Citations (12)

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ZONG-CHAO YAN & A. DALGARNO. (1999) Third-order dispersion coefficients for H(1s)—H(1s) system. Molecular Physics 96:5, pages 863-865.
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V.D. Ovsiannikov, A.V. Guilyarovski & O.Ya. Lopatko. (1988) Higher order effects in dispersion interaction of atoms. Molecular Physics 64:1, pages 111-123.
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SeamusF. O'Shea & WilliamJ. Meath. (1976) On the validity of the triple-dipole interaction as a representation of non-additive intermolecular forces. Molecular Physics 31:2, pages 515-528.
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Elise Kochanski & Jean François Gouyet. (1975) Ab initio studies of the intermolecular interactions between two hydrogen molecules near the van der Waals minimum from a perturbation procedure using biorthogonal orbitals. Molecular Physics 29:3, pages 693-701.
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Articles from other publishers (8)

Michal Przybytek & Bogumil Jeziorski. (2008) Higher dispersion coefficients for the interaction of helium atoms. Chemical Physics Letters 459:1-6, pages 183-187.
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J. Mitroy & M. W. J. Bromley. (2005) Higher-order dispersion coefficients for the alkali-metal atoms . Physical Review A 71:4.
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J. Mitroy & M. W. J. Bromley. (2005) Higher-order dispersion coefficients for hydrogen . Physical Review A 71:3.
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S.H. Patil & K.T. Tang. (1999) Polarizabilities and dispersion coefficients for alkali systems in second- and third-order perturbation. Chemical Physics Letters 301:1-2, pages 64-72.
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K. T. Tang, J. P. Toennies & W. Meyer. (1991) A simple predictive model of chemical potentials: H2(1Σ g ) and Li2(1Σ g ) . The Journal of Chemical Physics 95:2, pages 1144-1150.
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R. Feltgen. (1981) Potential model for the interaction of two like S state atoms involving spin symmetry . The Journal of Chemical Physics 74:2, pages 1186-1199.
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I. G. Kaplan. (2004) Modern state of intermolecular interaction theory. International Journal of Quantum Chemistry 16:3, pages 445-465.
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W. Kołos. (2009) Long- and intermediate-range interaction between two ground state hydrogen atoms. International Journal of Quantum Chemistry 8:S8, pages 241-252.
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