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首页> 外文期刊>The Journal of Chemical Physics >Perturbative universal state-selective correction for state-specific multi-reference coupled cluster methods
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Perturbative universal state-selective correction for state-specific multi-reference coupled cluster methods

机译:针对状态特定的多参考耦合聚类方法的微扰通用状态选择校正

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In this work, we report an extension of our previous development of the universal state-selective (USS) multireference coupled-cluster (MRCC) formalism. It was shown [Brabec et al., J. Chem. Phys. 136, 124102 (2012)] and [Banik et al., J. Chem. Phys. 142, 114106 (2015)] that the USS(2) approach significantly improves the accuracy of Brillouin-Wigner and Mukherjee MRCC formulations, however, the numerical and storage costs associated with calculating highly excited intermediates pose a significant challenge, which can restrict the applicability of the USS(2) method. Therefore, we introduce a perturbative variant of the USS(2) approach (USS(pt)), which substantially reduces numerical overhead of the full USS(2) correction while preserving its accuracy. Since the new USS(pt) implementation calculates the triple and quadruple projections in on-the-fly manner, the memory bottleneck associated with the need of storing expensive recursive intermediates is entirely eliminated. On the example of several benchmark systems, we demonstrate accuracies of USS(pt) and USS(2) approaches and their efficiency in describing quasidegenerate electronic states. It is also shown that the USS(pt) method significantly alleviates problems associated with the lack of invariance of MRCC theories upon the rotation of active orbitals. Published by AIP Publishing.
机译:在这项工作中,我们报告了对先前的通用状态选择(USS)多引用耦合集群(MRCC)形式主义开发的扩展。已显示[Brabec等人,J.Chem.Soc。物理136,124102(2012)]和[Banik et al。,J.Chem。物理142,114106(2015)],USS(2)方法显着提高了布里渊-威格纳和穆克吉(Mukherjee)MRCC配方的准确性,但是,与计算高激发中间体有关的数值和存储成本构成了重大挑战,这可能限制了其适用性。 USS(2)方法。因此,我们引入了USS(2)方法的扰动变体(USS(pt)),它在保持精度的同时,大大减少了完整USS(2)校正的数值开销。由于新的USS(pt)实现以动态方式计算三重和四重投影,因此完全消除了与存储昂贵的递归中间体有关的存储瓶颈。在几个基准系统的示例中,我们证明了USS(pt)和USS(2)方法的准确性以及它们在描述准生成电子状态时的效率。还表明,USS(pt)方法大大缓解了与有效轨道旋转时MRCC理论缺乏不变性相关的问题。由AIP Publishing发布。

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