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共轭多烯Hückel行列式的折半降阶解法 被引量:1

The Solutions of Reduced Order by Half to Hückel Determinant in Conjugated Polyene
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摘要 Based on the Hückel determinant of conjugated chain polyene,an ordinary formula of reduced order is infered directly only by the use of determinant algebra.Two half-reduced order formulae are deduced thereby.As a result,the relationship of Hückel determinant between the conjugated ring polyene and conjugated chain polyene is clarified.Examples are offered also. Based on the Hückel determinant of conjugated chain polyene,an ordinary formula of reduced order is infered directly only by the use of determinant algebra.Two half-reduced order formulae are deduced thereby.As a result,the relationship of Hückel determinant between the conjugated ring polyene and conjugated chain polyene is clarified.Examples are offered also.
作者 许锦泉
出处 《集美大学学报(自然科学版)》 CAS 北大核心 2000年第2期95-98,共4页 Journal of Jimei University:Natural Science
关键词 共轭多烯 Hueckel行列式 折半降阶解法 conjugated polyene Hückel determinant formulae of reduced order by half
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  • 1许锦泉.共轭环多烯与链多烯的Huckel行列式关系——兼对《物质结构》中同一公式提出修正[J].泉州师专学报:自然科学版,1988,(2):51-54.

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