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一种使用单 Slater 行列式试探函数评估扩散蒙特卡罗计算性能的模型系统。

H: A model system for assessing the performance of diffusion Monte Carlo calculations using a single Slater determinant trial function.

机构信息

Department of Chemistry, University of Pittsburgh, Pittsburgh, Pennsylvania 15260, USA.

出版信息

J Chem Phys. 2017 Aug 21;147(7):074106. doi: 10.1063/1.4986216.

Abstract

A model H system is used to investigate the accuracy of diffusion Monte Carlo (DMC) calculations employing a single Slater determinant to fix the nodal surface. The lowest energy singlet state of square H is a diradical which is poorly described by DMC calculations using a single determinant (SD) trial function. Here we consider distortions to rectangular structures, which decrease the amount of diradical character. The falloff of the error in the SD-DMC energy with increasing separation between the two H molecules is found to be much more rapid for small distortions away from square than for large distortions. This behavior is shown to be correlated with the extent of mixing between the two configurations needed to properly describe the diradical character. The error in the SD-DMC energy is found to be sizeable (∼0.1 eV) even for separations at which the coefficient of the dominant configuration in a four-electron, four-orbital complete active space self-consistent-field wave function is as large as 0.9.

摘要

采用单斯莱特行列式固定节点面的扩散蒙特卡罗(DMC)计算的准确性,使用模型 H 系统进行了研究。正方形 H 的最低能量单重态是一个自由基,用单行列式(SD)试探函数的 DMC 计算难以描述(SD)。这里我们考虑了矩形结构的变形,这些变形减少了自由基的数量。发现两个 H 分子之间的分离增加时,SD-DMC 能量的误差下降速度对于小变形比大变形快得多。这种行为与适当描述自由基特征所需的两个构型之间混合程度相关。即使在四电子、四轨道完全活性空间自洽场波函数中主导构型的系数高达 0.9 的情况下,SD-DMC 能量的误差也相当大(约 0.1 eV),分离距离。

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