1996
DOI: 10.1063/1.472127
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A reliable new potential energy surface for H2–Ar

Abstract: A reliable new three-dimensional potential energy surface is obtained for the H 2 -Ar system using an exchange-coulomb potential model with five parameters determined empirically from a least-squares fit to experimental data. This surface fully accounts for new high resolution IR data, virial coefficients, and vibrational transition pressure-shifting coefficients used in the analysis, and yields excellent predictions of elastic and inelastic scattering cross sections and hyperfine transition intensities not in… Show more

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Cited by 70 publications
(54 citation statements)
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References 90 publications
(94 reference statements)
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“…Moreover, for those cases in which the diatom bond length r is not held fixed, in practice it is often replaced 7,8 by the dimensionless stretching coordinate ϵ͑r − r 0 ͒ / r 0 defined in terms of a fixed reference distance r 0 . For a molecule in its ground vibrational state, for example, a reasonable choice for r 0 is the expectation value of r, which for CO has the value 39 r 0 ϵ r 0 ͑CO͒ = 2.139 93a 0 .…”
Section: The Ne-co Exchange-coulomb Model Potential Surfacementioning
confidence: 99%
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“…Moreover, for those cases in which the diatom bond length r is not held fixed, in practice it is often replaced 7,8 by the dimensionless stretching coordinate ϵ͑r − r 0 ͒ / r 0 defined in terms of a fixed reference distance r 0 . For a molecule in its ground vibrational state, for example, a reasonable choice for r 0 is the expectation value of r, which for CO has the value 39 r 0 ϵ r 0 ͑CO͒ = 2.139 93a 0 .…”
Section: The Ne-co Exchange-coulomb Model Potential Surfacementioning
confidence: 99%
“…1-6 and references therein͒, the exchange-Coulomb ͑XC͒ model has been extended to provide accurate representations of the interaction energies between rare-gas ͑Rg͒ ͑He, Ne, Ar, Kr͒ atoms and homonuclear ͑H 2 , N 2 ͒ diatomic molecules [7][8][9][10][11][12][13] and between He and CO. 14 The current XC model for the dimer interaction energy employs Heitler-London first-order interaction energies to describe the predominantly repulsive short-range behavior and individually damped and overall-corrected dispersion energies to describe the predominantly attractive long-range behavior ͑see Ref. 15 and, for example, Ref.…”
Section: Introductionmentioning
confidence: 99%
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