MOLECULAR ORBITAL THEORY ON CHAIN CONJUGATE POLYMERS (Ⅳ)——THE CONDITION OF SINGLE-FREQUENCY REDUCTION OF EIGENEQUATION OF ONE-DIMENSIONAL SYSTEMS FORMED BY REPEATED UNITS

MOLECULAR ORBITAL THEORY ON CHAIN CONJUGATE POLYMERS (Ⅳ)——THE CONDITION OF SINGLE-FREQUENCY REDUCTION OF EIGENEQUATION OF ONE-DIMENSIONAL SYSTEMS FORMED BY REPEATED UNITS

The relationship between the arguments of the bottom vector D(λ) and the local Symmetry is given for a system of chain conjugate polymers. On this basis, we find the condition of single-frequency reduction for its eigenequation.

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Veröffentlicht in:中国科学：化学英文版 1990 (1), p.9-17
1. Verfasser: 李加波 杨忠志 叶元杰 唐敖庆
Format: Artikel
Sprache:eng
Schlagworte:
conjugate
eigenvalue
HMO
local
polymers
problem
symmetry
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Zusammenfassung:The relationship between the arguments of the bottom vector D(λ) and the local Symmetry is given for a system of chain conjugate polymers. On this basis, we find the condition of single-frequency reduction for its eigenequation.
ISSN:1674-7291
1869-1870