用于 ZORA 计算的 H 至 Xe 的全电子基础集:原子和分子中的应用

C. S. Gomes, F. E. Jorge, A. Canal Neto
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摘要

为 H 至 Xe 开发了一个四重 zeta 价质加极化函数 (QZP) 的分段基础集,以便与 ZORA 哈密顿公式结合使用。为了充分描述离原子核较远的电子,还使用扩散函数对该基集进行了扩充。利用 ZORA-CCSD(T)/QZP-ZORA 理论模型,计算了一些分子的原子电离能和键长、谐振频率和原子化能。结果表明,增加核价修正可以改善分子性质的理论和实验结果之间的一致性。对于原子化能,在考虑自旋轨道耦合时也出现了类似的观察结果。利用增强 QZP-ZORA 集计算了一组原子的静态平均偶极极化率,并将其与之前公布的推荐值和实验值进行了比较。针对所研究的每种性质,对 ZORA 和 Douglas-Kroll-Hess 哈密顿进行了性能评估。
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All-electron basis sets for H to Xe specific for ZORA calculations: Applications in atoms and molecules
A segmented basis set of quadruple zeta valence quality plus polarization functions (QZP) for H through Xe was developed to be used in conjunction with the ZORA Hamiltonian. This set was augmented with diffuse functions to describe electrons farther away from the nuclei adequately. Using the ZORA-CCSD(T)/QZP-ZORA theoretical model, atomic ionization energies and bond lengths, harmonic vibrational frequencies, and atomization energies of some molecules were calculated. The addition of core-valence corrections has been shown to improve the agreement between theoretical and experimental results for molecular properties. For atomization energies, a similar observation emerges when considering spin-orbit couplings. With the augmented QZP-ZORA set, static mean dipole polarizabilities of a set of atoms were calculated and compared with previously published recommended and experimental values. Performance evaluations of the ZORA and Douglas-Kroll-Hess Hamiltonians were made for each property studied.
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