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===================================================
ConfigurationÑϸñ¶¨Ò壺
A configuration (CSF, i.e. Configuration State Function) is a linear
combination of determinants which is an eigenfunction of the operators:
Sˆ2 and Sˆz, and belongs to the proper irreducible representation of the
symmetry group of the Hamiltonian. We say that this is a linear
combination of the (spatial and spin) symmetry adapted determinants.
Sometimes we refer to the spin-adapted configurations which are
eigenfunctions only of the Sˆ2 and Sˆz operators.

===================================================
MCµÄÎÊÌ⣺Intruder states

There is another trouble known as intruder states,
i.e. states which are of unexpectedly low energy.

How can these states appear?

Firstly, the CI states known as ¡°front door intruders¡±
appear, if some important (low-energy)
configurations were for some reason not included into the model space.

Secondly, we may have the ¡°back door intruder¡±
states. When the energy gaps between the model space and the
other configurations are too small (quasi-degeneracy),
some CI states became low energy states (enter the model space energy
zone) even if they are not composed of the model space configurations.
Ëùν¡°Ç°ÃÅÇý»¢£¬ºóÃŽøÀÇ¡±£¬¹þ¹þ
===================================================

Á½ÖÖ¹ØÁª£ºstatic & dynamical correlation
Dynamical correlation, i.e. correlation of electronic motion.

Certain determinants (or, in other words: configurations) absolutely
need to be present (¡°static correlation¡±) in the correct wave function
===================================================

²Î¿¼ÎÄÏ×£º
IDEAS OF
QUANTUM CHEMISTRY

LUCJAN PIELA
Department of Chemistry University of Warsaw
Warsaw, Poland

Elsiver, 2007
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[ Last edited by zeoliters on 2010-1-5 at 15:47 ]
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jghe

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2Â¥2009-09-06 10:45:02
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4Â¥2009-12-13 16:56:13
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luoqiquan

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xie xie
5Â¥2010-01-05 17:30:09
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wutingting5283

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906980368

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8Â¥2010-04-09 16:34:15
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