摘要
本文采用引入外电场微扰的量子化学方法计算了直链共轭多烯H-(CH=CH)nH(n=1,2,…,15)电子的极化率。取乙烯电子的极化率a(1)为参照值,首次运用关系式a(n)=a(n)。a(1).n分析了系列多σ、π和全价电子的极化率随n增大的变化规律。结果表明,随着n的增大,a^σ(n)始终近近于1,即有α^σ(n)=α^σ(1).n;而α^π(n)开始增大明显,然后增幅逐渐降低。
In this paper, the quantum chemistry method introduced within external electric perturbation field approach is used to calculate the electron polarizability of straight-chainpolyene H-(CH = CH)n-H(n= 1, 2, ……, 15). Further, we adopt the α(l), the electronpolarizability of ethene, as the value of reference, using the relational expresion α(n) = a(n) · α(1) · n to discuss the varying rule of electron polarizability of σ, π and total electron system with the increasing of n. The results show: (1) the aσ(n) approach a constant 1 very much, i.e. ασ(n) = ασ(1) · n; (2) the aπ(n) increases obviously at first, then the increasing vilocity decreases gradually, when the n is over a certain value n0 the απ(n) tend to a limit, i.e. whenn <n0, απ(n) = aπ(n) · απ(l) · n and aπ(n)>aπ(n-1), when n≥n0, απ(n) = aπ(n0) · απ(1) · n; total valence electrons' is same as π electrons'. Otherwise, we use the picture of displacement of gravity-center of electron distribution to describe this conclusion.
出处
《化学学报》
SCIE
CAS
CSCD
北大核心
1994年第8期745-749,共5页
Acta Chimica Sinica