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The intermolecular potential of NH+ 4-Ar I. Calculations for the internal rotor structure of the v 3 band
Authors:N M LAKIN  O DOPFER  M MEUWLY  B J HOWARD  J P MAIER
Institution:Institut für Physikalische Chemie, Universit?t Basel , Klingelbergstrasse 80, CH-4056, Basel, Switzerland
Abstract:The intermolecular potential energy surface of the electronic ground state of the ammonium-argon ionic dimer, NH+ 4-Ar, is calculated by ab initio methods using different levels of theory (MP2, MP4) and basis sets (aug-cc-pVXZ, X = D/T/Q). The deformation of the ammonium ion in the complex is shown to be small and its geometry is therefore fixed in these calculations to the tetrahedral structure optimized for the bare ion. The global minimum of the potential corresponds to a proton-bound structure with C3v symmetry (Re ≈ 3.4 Å, De ≈ 950 cm?1) and the barrier to internal rotation between the four equivalent minima is around 200 cm?1. The three-dimensional potential is expanded in tetrahedral harmonics whose radially dependent coefficients, Vi (R), are compared for the considered levels of theory. The rotation-intermolecular vibration Hamiltonian is solved using a two-dimensional fixed-R representation of the calculated potentials, Vi , ≡ Vi (R eff), where the effective intermolecular separation, RReff, is determined from the experimental rotational constants of the complex. The accuracy of these parametrized potential energy surfaces is judged by their ability to reproduce the hindered rotor subband structure in the experimental v 3(t 2) infrared band of the complex. The simulations using the potentials calculated at the MP2/aug-cc-pVTZ or higher levels of theory reproduce the coarse structure of the experimental spectrum well. Further improvement could be achieved by least-squares fitting the potential parameters to the observed subband positions. The fitted V 3 and V 4 parameters remain in close agreement with those determined from the ab initio calculations but the anisotropy of the potential is significantly different from that in a previous least-squares fit of V 3 alone.
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