Abstract

The recently reported octacarbonyl metal complexes M(CO)8 (M = Ca, Sr, Ba) feature interesting bonding structures. In these compounds, the bond order is 7, while accommodating 8 lone pairs of ligands in forming octa-coordinated complexes or ions. Here, by comparing [Ba(CO)8]2− and metal clusters of [BaBe8]2− analogically, we demonstrate that the Jellium model can not only be applied on metal clusters, but is also a useful tool to understand the electronic structures of [M(CO)8]q (M, q = Ca, 2−; Sc, 1−; Ti, 0; V, 1+; Cr, 2+; Ba, 2−). By applying the Jellium model, we find that a 20-e model with the configuration |1S2|1P6|1D10|1F2| is an appropriate description of the valence bonding structures of M(CO)8 species, where each coordinative bond contains 7/8ths of the bonding orbitals and 1/8th non-bonding orbitals.

Highlights

  • The recently reported octacarbonyl metal complexes M(CO)[8] (M = Ca, Sr, Ba) feature interesting bonding structures

  • The octacarbonyl metal complex or ion is with Oh symmetry, where the octa-coordinative field contributed by the positive center metal and eight ligands can be approximately viewed as a homogeneous spherical field or a Jellium model[12,13]

  • The metal cluster can be viewed as a superatom, which is comprised from positive charge of atomic nuclei and the innermost electrons, where the valence electrons are subjected to an external potential in the delocalized motion as |1S2|1P6|1D102S2|1F142P6|..., where the resulting magic numbers are 2, 8, 20, 40, .... (To distinguish the electronic shells of atoms, the super shells are depicted as capital letters.)

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Summary

Introduction

On the basis of valence bond (VB) theory[9], there are eight degenerate coordination bonds and two π-backdonation bonds between metal and ligands in M(CO)[8] complexes or ions, where eight carbonyl groups provide eight lone pairs (LPs) of electrons to the center metal.

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