1975
DOI: 10.1103/physreva.11.1245
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Collisions between rare-gas atoms at low keV energies. I. Symmetric systems

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Cited by 139 publications
(50 citation statements)
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“…2,5,22 All the crossing features deduced with the model for symmetric and quasisymmetric systems coincide with those by the MO and energy correlation diagrams. 11 Figure 3 exhibits the difference potentials for the asymmetric Li ϩ -Ne and largely asymmetric Li ϩ -Ar calculated with the overlap model in the same way as for the Na ϩ -Ne.…”
Section: Ne-ne Interactionssupporting
confidence: 73%
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“…2,5,22 All the crossing features deduced with the model for symmetric and quasisymmetric systems coincide with those by the MO and energy correlation diagrams. 11 Figure 3 exhibits the difference potentials for the asymmetric Li ϩ -Ne and largely asymmetric Li ϩ -Ar calculated with the overlap model in the same way as for the Na ϩ -Ne.…”
Section: Ne-ne Interactionssupporting
confidence: 73%
“…The distance R c ϭ0.90 Å agrees well with the theoretical and experimental R c ϭ0.94 Å (Vϭ48 eV). 2,22 These potential crossings of curves 2 and 3 with curve 1 are considered to originate from the MO crossing between 4 f u and 3s g . In order to explain fully the differential scattering experiments for Ne-Ne, one has to take into account the MO 4 f u Ϫ4p u and 4 f u Ϫ5 p u crossings, 23 because for excitation of a Ne atom into the 3s state there is no interaction between the 4 f u and 3s g MO's with a different symmetry.…”
Section: Ne-ne Interactionsmentioning
confidence: 99%
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“…The effect observed in our studies supports this interpretation. One of the possible mechanisms of such an Auger process is a binary type quasimolecular or "Diabatic II" Auger transition [17]. Electronic states involved in this transition correspond to the molecular orbitals of the Ne 1 ͞F 2 system which are strongly splitted by the interaction [18].…”
mentioning
confidence: 99%
“…Non-elastic scattering channels available for collision spectroscopy methods (ionization, excitation of resonance and metastable states [1][2][3]) for the system He( 1 S 0 ) +He( 1 S 0 ) were investigated most thoroughly. The excitation cross sections of some states He(1snl ) with n = 2 .…”
Section: Introductionmentioning
confidence: 99%