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Multi-Jastrow trial wavefunctions for electronic structure calculations with quantum Monte Carlo

机译:量子蒙特卡洛法用于电子结构计算的多Jastrow试验波函数

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摘要

A new type of electronic trial wavefunction suitable for quantum Monte Carlo calculations of molecular systems is presented. In contrast with the standard Jastrow-Slater form built with a unique global Jastrow term, it is proposed to introduce individual Jastrow factors attached to molecular orbitals. Such a form is expected to be more physical since it allows to describe differently the local electronic correlations associated with various molecular environments (1s -core orbitals, 3d -magnetic orbitals, localized two-center σ -orbitals, delocalized π -orbitals, atomic lone pairs, etc.). In contrast with the standard form, introducing different Jastrow terms allows us to change the nodal structure of the wavefunction, a point which is important in the context of building better nodes for more accurate fixed-node diffusion Monte Carlo (FN-DMC) calculations. Another important aspect resulting from the use of local Jastrow terms is the possibility of defining and preoptimizing local and transferable correlated units for building complex trial wavefunctions from simple parts. The practical aspects associated with the computation of the intricate derivatives of the multi-Jastrow trial function are presented in detail. Some first illustrative applications for atoms of increasing size (O, S, and Cu) and for the potential energy curve and spectroscopic constants of the FH molecule are presented. In the case of the copper atom, the use of the multi-Jastrow form at the variational Monte Carlo level has allowed us to improve significantly the value of the total ground-state energy (about 75% of the correlation energy with only one determinant and three atomic orbital Jastrow factors). In the case of the FH molecule (fluorine hydride), it has been found that the multi-Jastrow nodes lead to an almost exact FN-DMC value of the dissociation energy [D_0 =-140.7 (4) kcal/mol instead of the estimated nonrelativistic Born-Oppenheimer exact value of -141.1], which is not the case with standard nodes, D_0 =-138.3 (4) kcal/mol.
机译:提出了一种适用于分子系统量子蒙特卡罗计算的新型电子试验波函数。与使用唯一的全局Jastrow术语构建的标准Jastrow-Slater形式相反,建议引入附加到分子轨道的单个Jastrow因子。这种形式有望更具物理性,因为它可以不同地描述与各种分子环境相关的局部电子相关性(1s-核心轨道,3d-磁性轨道,局部两中心σ-轨道,离域π-轨道,原子孤子)对等)。与标准形式相反,引入不同的Jastrow术语使我们能够更改波函数的节点结构,这一点对于构建更好的节点以进行更精确的固定节点扩散蒙特卡洛(FN-DMC)计算而言非常重要。使用本地Jastrow术语产生的另一个重要方面是可以定义和预先优化本地和可转移的相关单位,以便从简单零件构建复杂的试验波函数。详细介绍了与多Jastrow试用函数的复杂导数的计算相关的实际方面。提出了一些有关增大尺寸的原子(O,S和Cu)以及FH分子的势能曲线和光谱常数的说明性应用。在铜原子的情况下,在变化的蒙特卡洛能级上使用多Jastrow形式使我们能够显着提高总基态能量的值(仅使用一个行列式和约75%的相关能)。三个原子轨道的Jastrow因子)。在FH分子(氟化氢)的情况下,已发现多Jastrow结点导致离解能[D_0 = -140.7(4)kcal / mol)几乎是精确的FN-DMC值,而不是估计值。非相对论的Born-Oppenheimer精确值-141.1],标准结点D_0 = -138.3(4)kcal / mol则不是这种情况。

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