Abstract

The scheme named generator coordinate Hartree–Fock method (GCHF) is used to build (22s14p) and (33s22p16d9f) gaussian basis sets to S ( 3P) and Pt ( 3D) atoms, respectively. Theses basis sets are contracted to [13s10p] and [19s13p9d5f] through of Dunning's segmented contraction scheme and are enriched with d and g polarization functions, [13s10p1d] and [19s13p9d5f1g]. Finally, the [19s13p9d5f1g] basis set to Pt ( 3D) was supplemented with s and d diffuse functions, [20s13p10d5f1g], and used in combination with [13s10p1d] to study the effects of adsorption of S ( 3P) atom on a Pt ( 3D) atom belonged to infinite Pt (200) surface. Atom–atom overlap population, bond order, and infrared spectrum of [Pt–S] 2− were calculated properties and were carried out at Hartree–Fock–Roothaan level. The results indicate that the process of adsorption of S ( 3P) on Pt ( 3D) in the infinite Pt (200) surface is mainly caused by a strong contribution of σ between the 3p z orbital of S ( 3P) and the 6s orbital of Pt ( 3D).

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