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杜方德. 微扰分子轨道理论和应用于TRS—80微型计算机系统的PMO程序[J]. 中国药科大学学报, 1983, (2): 33-42.
引用本文: 杜方德. 微扰分子轨道理论和应用于TRS—80微型计算机系统的PMO程序[J]. 中国药科大学学报, 1983, (2): 33-42.
Du Fangde. PERTURBATIONAL MOLECULAR ORBITAL THEORY AND PROGRAM USING TRS-80 MICRO-COMPUTER SYSTEM[J]. Journal of China Pharmaceutical University, 1983, (2): 33-42.
Citation: Du Fangde. PERTURBATIONAL MOLECULAR ORBITAL THEORY AND PROGRAM USING TRS-80 MICRO-COMPUTER SYSTEM[J]. Journal of China Pharmaceutical University, 1983, (2): 33-42.

微扰分子轨道理论和应用于TRS—80微型计算机系统的PMO程序

PERTURBATIONAL MOLECULAR ORBITAL THEORY AND PROGRAM USING TRS-80 MICRO-COMPUTER SYSTEM

  • 摘要: 本文介绍了定态非简并微扰理论和若干应用,并给出了一级、二级微扰的主要公式和原子-原子极化率、原子-键极化率、键-键极化率以及微扰体系的δ_E、δ_q、δ_p计算方法。本文编制的应用于TRS—80微型计算机的PMO程序,从文内列出的苯、萘算例数据与文献2符合较好来看,说明本程序可应用于共轭体系的PMO计算和药物的构效关系研究。

     

    Abstract: This paper describes non—degenerate perturbational molecular orbital theory and its some uses. First order and second order perturbational basic formula, atom—atompolarizability, atom—bond polarizability, bond—bond polarizability and the δE, δq, δP calculative method of perturbational system are presented. The PMO program being lapplied to the TRS-80 microcomputer system is worked out. The calculated data of benzene and naphthalene with respect to this method are similar to those described in the article published by H. Kato. It is suggested that this program could be used for calculation of conjugate system on research in structure-activity relationships of related drugs.

     

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