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The Method of Explicit Core-Valence Orthogonality

The Method of Explicit Core-Valence Orthogonality.—Horn and Murrell19 have proposed an approximate method for introducing core-valence orthogonality in performing valence-electron calculations, and this has been implemented in a number of papers.48-51 The outline of their scheme is as follows  [Pg.115]

Saunders, M. F. Guest, and I. G. Vincent, ATMOL User Note No. 13, Atlas Computing Division, Rutherford Laboratory. [Pg.115]

Some of the results of this method are quoted in Section 4. However, it has also been used on a number of bigger molecules, for example CBr4, TeH3F, A12C1 , and the Group V tri- and penta-halides XY3 and XY5, where X=N, Sb, or As and Y = F, Cl, or Br. -51 [Pg.117]

Alkali metals widely 59 used in the solid state [Pg.118]

Ab initio effective hamiltonians (i) Semi-local forms [Pg.118]


See other pages where The Method of Explicit Core-Valence Orthogonality is mentioned: [Pg.149]   


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Core-valence

Explicit method

Explicitness

Orthogonal methods

Orthogonalization method

The Explicit Method

The core

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