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Simultaneous benchmarking of ground- and excited-state properties with long-range-corrected density functional theory

机译:利用远程校正的密度泛函理论同时对基态和激发态性质进行基准测试

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摘要

We present benchmark calculations using several long-range-corrected (LRC) density functionals, in which Hartree-Fock exchange is incorporated asymptotically using a range-separated Coulomb operator, while local exchange is attenuated using an ansatz introduced by Iikura [J. Chem. Phys. 115, 3540 (2001)]. We calculate ground-state atomization energies, reaction barriers, ionization energies, and electron affinities, each as a function of the range-separation parameter mu. In addition, we calculate excitation energies of small- and medium-sized molecules, again as a function of mu, by applying the LRC to time-dependent density functional theory. Representative examples of both pure and hybrid density functionals are tested. On the basis of these results, there does not appear to be a single range-separation parameter that is reasonable for both ground-state properties and vertical excitation energies. Reasonable errors in atomization energies and barrier heights are achieved only at the expense of excessively high excitation energies, at least for the medium-sized molecules, whereas values of mu that afford reasonable excitation energies yield some of the largest errors for ground-state atomization energies and barrier heights in small molecules. Notably, this conclusion is obscured if the database of excitation energies includes only small molecules, as has been the case in previous benchmark studies of LRC functionals. (C) 2008 American Institute of Physics.
机译:我们提出了使用几种远程校正(LRC)密度泛函进行基准计算的方法,其中使用范围分隔的库仑算子渐进地合并了Hartree-Fock交换,而使用Iikura引入的ansatz衰减了局部交换[J.化学物理115,3540(2001)]。我们计算了基态的雾化能,反应势垒,电离能和电子亲和力,它们分别作为范围分离参数mu的函数。此外,通过将LRC应用于随时间变化的密度泛函理论,我们还计算了中小分子的激发能,作为mu的函数。测试了纯和杂密度功能的代表性示例。根据这些结果,似乎没有一个对于基态特性和垂直激励能量都合理的范围分离参数。雾化能量和势垒高度的合理误差仅以过高的激发能量为代价,至少对于中型分子而言如此,而提供合理激发能量的μ值会产生一些基态雾化能量的最大误差和小分子的势垒高度。值得注意的是,如果激发能的数据库仅包含小分子,那么该结论就会模糊不清,就像以前的LRC功能的基准研究一样。 (C)2008美国物理研究所。

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