2 research outputs found

    Ab initio calculation of H + He+^+ charge transfer cross sections for plasma physics

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    The charge transfer in low energy (0.25 to 150 eV/amu) H(nlnl) + He+(1s)^+(1s) collisions is investigated using a quasi-molecular approach for the n=2,3n=2,3 as well as the first two n=4n=4 singlet states. The diabatic potential energy curves of the HeH+^+ molecular ion are obtained from the adiabatic potential energy curves and the non-adiabatic radial coupling matrix elements using a two-by-two diabatization method, and a time-dependent wave-packet approach is used to calculate the state-to-state cross sections. We find a strong dependence of the charge transfer cross section in the principal and orbital quantum numbers nn and ll of the initial or final state. We estimate the effect of the non-adiabatic rotational couplings, which is found to be important even at energies below 1 eV/amu. However, the effect is small on the total cross sections at energies below 10 eV/amu. We observe that to calculate charge transfer cross sections in a nn manifold, it is only necessary to include states with nnn^{\prime}\leq n, and we discuss the limitations of our approach as the number of states increases.Comment: 14 pages, 10 figure

    Ab initio calculation of the 66 low lying electronic states of HeH+^+: adiabatic and diabatic representations

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    We present an ab initio study of the HeH+^+ molecule. Using the quantum chemistry package MOLPRO and a large adapted basis set, we have calculated the adiabatic potential energy curves of the first 20 1Σ+^1 \Sigma^+, 19 3Σ+^3\Sigma^+, 12 1Π^1\Pi, 9 3Π^3\Pi, 4 1Δ^1\Delta and 2 3Δ^3\Delta electronic states of the ion in CASSCF and CI approaches. The results are compared with previous works. The radial and rotational non-adiabatic coupling matrix elements as well as the dipole moments are also calculated. The asymptotic behaviour of the potential energy curves and of the various couplings between the states is also studied. Using the radial couplings, the diabatic representation is defined and we present an example of our diabatization procedure on the 1Σ+^1\Sigma^+ states.Comment: v2. Minor text changes. 28 pages, 18 figures. accepted in J. Phys.
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