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耦合簇理论的视角。量子化学向简化方向的发展。

Perspective on Coupled-cluster Theory. The evolution toward simplicity in quantum chemistry.

作者信息

Bartlett Rodney J

机构信息

Quantum Theory Project, Department of Chemistry, University of Florida, P. O. Box 117200, Gainesville, Florida, USA.

出版信息

Phys Chem Chem Phys. 2024 Mar 6;26(10):8013-8037. doi: 10.1039/d3cp03853j.

Abstract

Coupled-cluster theory has revolutionized quantum chemistry. It has provided the framework to effectively solve the problem of electron correlation, the main focus of the field for over 60 years. This has enabled quantum chemistry to provide predictive quality results for most quantities of interest that are obtainable from first-principle calculations. The best that one can do in a basis is the 'full CI,' the exact solution of the non-relativistic Schrödinger equation or, if need be, the relativistic Dirac equation. With due regard to converging the basis set and adequate consideration of higher clusters and relativity in a calculation, virtually predictive results can be obtained. But in addition to its numerical performance, coupled-cluster theory also offers a conceptually new, many-body foundation for the theory that should be appreciated by all practitioners. The latter is emphasized in this perspective, leading to the 'evolution toward simplicity' in the title. The ultimate theory will benefit from the several features that are uniquely exact in coupled-cluster theory and its equation-of-motion (EOM-CC) extensions.

摘要

耦合簇理论彻底改变了量子化学。它提供了有效解决电子相关问题的框架,这一问题在该领域60多年来一直是主要关注点。这使得量子化学能够为大多数可从第一性原理计算获得的感兴趣的量提供具有预测性的高质量结果。在一个基组中所能做到的最好的就是“完全组态相互作用(full CI)”,即非相对论薛定谔方程或必要时相对论狄拉克方程的精确解。在计算中适当考虑基组收敛以及对更高簇和相对论的充分考虑,实际上可以获得预测性结果。但除了其数值性能外,耦合簇理论还为该理论提供了一个概念上全新的多体基础,所有从业者都应该认识到这一点。本文强调了后者,从而引出了标题中的“向简单性的演进”。最终的理论将受益于耦合簇理论及其运动方程(EOM - CC)扩展中独有的几个精确特征。

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