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Benchmark coupled-cluster g-tensor calculations with full inclusion of the two-particle spin-orbit contributions

机译:基准耦合簇G-Tensor计算,充分包含双粒子旋转轨道贡献

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We present a parallel implementation to compute electron spin resonance g-tensors at the coupled-cluster singles and doubles (CCSD) level which employs the ACES III domain-specific software tools for scalable parallel programming, i.e., the super instruction architecture language and processor (SIAL and SIP), respectively. A unique feature of the present implementation is the exact (not approximated) inclusion of the five one- and two-particle contributions to the g-tensor [i.e., the mass correction, one- and two-particle paramagnetic spin-orbit, and one- and two-particle diamagnetic spin-orbit terms]. Like in a previous implementation with effective one-electron operators [J. Gauss et al., J. Phys. Chem. A 113, 11541-11549 (2009)], our implementation utilizes analytic CC second derivatives and, therefore, classifies as a true CC linear-response treatment. Therefore, our implementation can unambiguously appraise the accuracy of less costly effective one- particle schemes and provide a rationale for their widespread use. We have considered a large selection of radicals used previously for benchmarking purposes including those studied in earlier work and conclude that at the CCSD level, the effective one- particle scheme satisfactorily captures the two-particle effects less costly than the rigorous two-particle scheme. With respect to the performance of density functional theory (DFT), we note that results obtained with the B3LYP functional exhibit the best agreement with our CCSD results. However, in general, the CCSD results agree better with the experimental data than the best DFT/B3LYP results, although in most cases within the rather large experimental error bars. Published by AIP Publishing.
机译:我们提出了一个并行实现,以计算耦合簇单打的电子自旋共振G-Tensors,并使用ACE III域的软件工具,用于可扩展并行编程,即超级指令架构语言和处理器( Sial和Sip)分别。本实施方式的独特特征是对G-Tensor的五个和两个粒子贡献的精确(非近似)包含[即质量校正,单粒子副扫描轨道和一个 - 和双粒子二磁旋转轨道术语]。在以前的实施方式中,具有有效的一个电子运算符[J.高斯等人。,J. phys。化学。我们的实施是113,11541-11549(2009)的实施利用分析CC第二衍生物,并因此将其分类为真正的CC线性响应治疗。因此,我们的实施可以明确地评估更昂贵的有效的一个粒子计划的准确性,并提供了广泛使用的理由。我们考虑了以前用于基准测试的大量基准,包括在早期的工作中研究的那些,并且在CCSD水平下得出结论,有效的一个粒子方案令人满意地捕获比严格的双粒子方案更昂贵的两种粒子效果。关于密度函数理论(DFT)的性能,我们注意到与B3LYP功能获得的结果与CCSD结果表现出最佳协议。然而,一般而言,CCSD结果与实验数据更好地达到比最佳DFT / B3LYP结果更好,尽管在大多数情况下在相当大的实验误差条内。通过AIP发布发布。

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