如何在 ONIOM 几何优化中消除虚频:关于 Cu-ZSM-5 中基集和链接原子距离影响的 DFT 研究

IF 3 3区 化学 Q3 CHEMISTRY, PHYSICAL Computational and Theoretical Chemistry Pub Date : 2024-11-01 DOI:10.1016/j.comptc.2024.114956
Michele De Rosa, Simone Morpurgo
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引用次数: 0

摘要

代表 Cu-ZSM-5 不同部分的两个扩展簇在双层 ONIOM 近似方法中进行了处理,并对真实系统和模型系统进行了 DFT 计算。尽管在之前的工作中成功采用了两步优化程序,但振动分析后仍出现了大量虚频和异常频率。这些假象既取决于分配给链接原子的基集,也取决于 O-H 间距的不当设置,其中 H 是模型体系边界上的链接原子。后一个问题是本研究首次发现的,它源于高斯-09 中 ONIOM 例程使用的默认比例因子。一旦正确设置了基集和 g 比例因子,所有虚频和异常频率都会消失。只要在 ONIOM 计算框架中出现恼人的计算问题,本研究结果可能是一个有趣而实用的解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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How to get rid of imaginary frequencies within ONIOM geometry optimizations: A DFT study on the effect of basis set and link atom distances in Cu-ZSM-5
Two extended clusters representing different portions of Cu-ZSM-5 were treated within a two-layer ONIOM approximation, employing DFT calculations for both the real and the model system. Despite a two-step optimization procedure successfully employed in previous work, a consistent number of imaginary and anomalous frequencies appeared after the vibrational analysis. These artefacts depend both on the basis set assigned to link atoms and on an improper setting of the O–H distances, where H are the link atoms at the boundaries of the model system. The latter problem, revealed for the first time in the present study, originates from the default scale factor employed by the ONIOM routine within Gaussian-09. Once basis set and g scale factor are properly set, all imaginary and anomalous frequencies disappear. The present findings may represent an interesting and practical solution to an annoying computational problem, whenever it occurs in the framework of ONIOM calculations.
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来源期刊
CiteScore
4.20
自引率
10.70%
发文量
331
审稿时长
31 days
期刊介绍: Computational and Theoretical Chemistry publishes high quality, original reports of significance in computational and theoretical chemistry including those that deal with problems of structure, properties, energetics, weak interactions, reaction mechanisms, catalysis, and reaction rates involving atoms, molecules, clusters, surfaces, and bulk matter.
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