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用于拟合势能面的插值移动最小二乘法:在H2CN单分子反应中的应用

Interpolating moving least-squares methods for fitting potential energy surfaces: an application to the H2CN unimolecular reaction.

作者信息

Guo Yin, Harding Lawrence B, Wagner Albert F, Minkoff Michael, Thompson Donald L

机构信息

Department of Physics, Oklahoma State University, Stillwater, Oklahoma 74078, USA.

出版信息

J Chem Phys. 2007 Mar 14;126(10):104105. doi: 10.1063/1.2698393.

Abstract

Classical trajectories have been used to compute rates for the unimolecular reaction H2CN-->H+HCN on a fitted ab initio potential energy surface (PES). The ab initio energies were obtained from CCSD(T)/aug-cc-pvtz electronic structure calculations. The ab initio energies were fitted by the interpolating moving least-squares (IMLS) method. This work continues the development of the IMLS method for producing ab initio PESs for use in molecular dynamics simulations of many-atom systems. A dual-level scheme was used in which the preliminary selection of data points was done using a low-level theory and the points used for fitting the final PES were obtained at the desired higher level of theory. Classical trajectories were used on various low-level IMLS fits to tune the fit to the unimolecular reaction under study. Procedures for efficiently picking data points, selecting basis functions, and defining cutoff limits to exclude distant points were investigated. The accuracy of the fitted PES was assessed by comparing interpolated values of quantities to the corresponding ab initio values. With as little as 330 ab initio points classical trajectory rate constants were converged to 5%-10% and the rms error over the six-dimensional region sampled by the trajectories was a few tenths of a kcal/mol.

摘要

经典轨迹已被用于在拟合的从头算势能面(PES)上计算单分子反应H2CN→H + HCN的速率。从头算能量是通过CCSD(T)/aug-cc-pvtz电子结构计算获得的。从头算能量通过插值移动最小二乘法(IMLS)进行拟合。这项工作延续了IMLS方法的发展,该方法用于生成从头算PES,以用于多原子系统的分子动力学模拟。使用了一种双层方案,其中数据点的初步选择使用低层次理论进行,而用于拟合最终PES的点则在所需的更高层次理论下获得。在各种低层次IMLS拟合上使用经典轨迹来调整拟合,以适应所研究的单分子反应。研究了有效选取数据点、选择基函数以及定义截止极限以排除远距离点的程序。通过将量的插值值与相应的从头算值进行比较,评估了拟合PES的准确性。仅用330个从头算点,经典轨迹速率常数就收敛到5%-10%,并且在轨迹采样的六维区域上的均方根误差为零点几千卡/摩尔。

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