Theoretical study of Si<sup>+</sup>(<sup>2</sup><i>P<sub>J</sub></i>)–RG complexes and transport of Si<sup>+</sup>(<sup>2</sup><i>P<sub>J</sub></i>) in RG (RG = He–Ar)
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We calculate accurate interatomic potentials for the interaction of a singly charged silicon cation with a rare gas atom of helium, neon or argon. We employ the RCCSD(T) method, and basis sets of quadruple-ζ and quintuple-ζ quality; each point is counterpoise-corrected and extrapolated to the basis set limit. We consider the lowest electronic state of the silicon atomic cation, Si<sup>+</sup>(<sup>2</sup><i>P</i>), and calculate the interatomic potentials for the terms that arise from this: <sup>2</sup>Π and <sup>2</sup>Σ<sup>+</sup>. We additionally calculate the interatomic potentials for the respective spin-orbit levels, and examine the effect on the spectroscopic parameters; we also derive effective ionic radii for C<sup>+</sup> and Si<sup>+</sup>. Finally, we employ each set of potentials to calculate transport coefficients, and compare these to available data for Si<sup>+</sup> in He.



