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在量子力学表面上对异构体进行随机搜索。

Stochastic search for isomers on a quantum mechanical surface.

作者信息

Saunders Martin

机构信息

Department of Chemistry, Yale University, New Haven, CT 06520, USA.

出版信息

J Comput Chem. 2004 Apr 15;25(5):621-6. doi: 10.1002/jcc.10407.

DOI:10.1002/jcc.10407
PMID:14978704
Abstract

In studying molecules with unusual bonding and structures, it is desirable to be able to find all the isomers that are minima on the energy surface. A stochastic search procedure is described for seeking all the isomers on a surface defined by quantum mechanical calculations involving random kicks followed by optimization. It has been applied to searching for singlet structures for C6 using the restricted Hartree-Fock/6-311G basis set. In addition to the linear chain and ring previously investigated, 11 additional structures (A-K) were located at this level. These provide a basis for discussing qualitative bonding motifs for this carbon cluster. The application of a similar idea to searching for transition states is discussed.

摘要

在研究具有不寻常键合和结构的分子时,希望能够找到能量表面上所有的极小值异构体。本文描述了一种随机搜索程序,用于在由量子力学计算定义的表面上寻找所有异构体,该计算涉及随机扰动然后进行优化。它已被应用于使用受限Hartree-Fock/6-311G基组搜索C6的单重态结构。除了之前研究过的线性链和环之外,在此水平上还定位了另外11种结构(A-K)。这些为讨论该碳簇的定性键合模式提供了基础。还讨论了将类似思想应用于搜索过渡态的情况。

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