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Mixing of Non-Degenerate Orbitals— Second-Order Perturbations

2 Mixing of Non-Degenerate Orbitals—Second-Order Perturbations [Pg.845]

As always, the two-center, two-electron interaction is stabilizing. Assuming the two electrons began in the lower energy starting orbital, the stabilization is as given in Eq. 14.60. [Pg.845]

The non-degenerate, two-orbital mixing diagram. We show the fragments as p orbitals, but they could be any type of AO or MO. [Pg.845]

CHAPTER 14 ADVANCED CONCEPTS IN ELECTRONIC STRUCTURE THEORY [Pg.846]

This is a second-order perturbation because of the square in the numerator, and typically second-order orbital interactions are smaller than those between degenerate orbitals. In the situation where overlap is neglected, we have Equation 14.61. [Pg.846]




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Degenerate orbits

Degenerate perturbation

Non mixing

Non-degenerate

Non-degenerate orbitals

Of degenerate

Orbital degenerate

Orbital order

Orbital perturbation

Orbital perturbed

Orbitally ordered

Orbitals degenerate

Orbitals perturbations

Ordered mixing

Ordering of orbitals

Perturbation degenerate orbitals

Perturbation order

Second-order mixing

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