首页> 外文期刊>Journal of chemical theory and computation: JCTC >Relativistic Prolapse-Free Gaussian Basis Set of Quadruple-ζ Quality: (aug-)RPF-4Z. I. The s-and p-Block Elements
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Relativistic Prolapse-Free Gaussian Basis Set of Quadruple-ζ Quality: (aug-)RPF-4Z. I. The s-and p-Block Elements

机译:四重ζ质量的相对论性无脱例高斯基础集:(aug-)RPF-4Z。 I. s和p块元素

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This study reports a new relativistic prolapse-free Gaussian basis set series of quadruple-ζ quality, RPF-4Z, and an augmented version that includes extra diffuse functions, aug-RPF-4Z, for all the s-and p-block elements. The relativistic adapted Gaussian basis sets (RAGBSs), which are free of variational prolapse, were used as the starting primitive sets. Exponents of correlating/polarization functions were taken from a polynomial version of the generator coordinate Dirac—Fock (p-GCDF) method, in which the previously optimized RAGBS parameters are applied. By using such procedure we aimed to reduce the computational demand of these sets in comparison with folly optimized ones. The effect of these basis set increments on the correlation energy was evaluated by atomic multireference configuration interaction calculations with single and double excitations out of the valence shell. Finally, atomic and molecular calculations of fundamental properties (bond lengths, vibrational frequencies, dipole moments and electron affinities) corroborate the quadruple-ζ quality of these new sets that are also about half-time-consuming than the correspondent DyaU's v4z sets. The read-to use format of these (aug-)RPF-4Fz sets are available as Supporting Information files and can also be found at http://basis-sets.iqsc.usp.br/.
机译:这项研究报告了一个新的相对论无四分之二质量的相对论无高斯基集系列RPF-4Z,以及一个针对所有s和p块元素包括增强扩散功能的增强版本aug-RPF-4Z。相对论适应的高斯基集(RAGBS),无变异脱垂,被用作起始基元集。相关/极化函数的指数取自发生器坐标Dirac-Fock(p-GCDF)方法的多项式,其中应用了先前优化的RAGBS参数。通过使用这种程序,我们旨在与完全优化的程序集相比减少这些程序集的计算需求。这些基集增量对相关能量的影响是通过原子多参考构型相互作用计算以及在价壳外进行单激发和双激发来评估的。最后,基本属性(键长,振动频率,偶极矩和电子亲和力)的原子和分子计算证实了这些新装置的四倍ζ品质,也比相应的DyaU v4z装置耗时约一半。这些(aug-)RPF-4Fz集的阅读使用格式可作为支持信息文件获得,也可以在http://basis-sets.iqsc.usp.br/上找到。

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