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具有大活性空间的廉价且近乎精确的完全活性空间自洽场方法

Cheap and Near Exact CASSCF with Large Active Spaces.

作者信息

Smith James E T, Mussard Bastien, Holmes Adam A, Sharma Sandeep

机构信息

Department of Chemistry and Biochemistry, University of Colorado Boulder , Boulder, Colorado 80309, United States.

出版信息

J Chem Theory Comput. 2017 Nov 14;13(11):5468-5478. doi: 10.1021/acs.jctc.7b00900. Epub 2017 Nov 2.

Abstract

We use the recently developed Heat-bath Configuration Interaction (HCI) algorithm as an efficient active space solver to perform multiconfiguration self-consistent field calculations (HCISCF) with large active spaces. We give a detailed derivation of the theory and show that difficulties associated with non-variationality of the HCI procedure can be overcome by making use of the Lagrangian formulation to calculate the HCI relaxed two-body reduced density matrix. HCISCF is then used to study the electronic structure of butadiene, pentacene, and Fe-porphyrin. One of the most striking results of our work is that the converged active space orbitals obtained from HCISCF are relatively insensitive to the accuracy of the HCI calculation. This allows us to obtain nearly converged CASSCF energies with an estimated error of less than 1 mHa using the orbitals obtained from the HCISCF procedure in which the integral transformation is the dominant cost. For example, an HCISCF calculation on the Fe-porphyrin model complex with an active space of (44e, 44o) took only 412 s per iteration on a single node containing 28 cores, out of which 185 s was spent in the HCI calculation and the remaining 227 s was used mainly for integral transformation. Finally, we also show that active space orbitals can be optimized using HCISCF to substantially speed up the convergence of the HCI energy to the Full CI limit because HCI is not invariant to unitary transformations within the active space.

摘要

我们使用最近开发的热浴组态相互作用(HCI)算法作为一种高效的活性空间求解器,以在大活性空间下进行多组态自洽场计算(HCISCF)。我们给出了该理论的详细推导,并表明通过利用拉格朗日公式来计算HCI弛豫两体约化密度矩阵,可以克服与HCI过程的非变分性相关的困难。然后,使用HCISCF来研究丁二烯、并五苯和铁卟啉的电子结构。我们工作中最显著的结果之一是,从HCISCF获得的收敛活性空间轨道对HCI计算的精度相对不敏感。这使我们能够使用从HCISCF过程获得的轨道获得几乎收敛的CASSCF能量,估计误差小于1 mHa,其中积分变换是主要成本。例如,在具有(44e,44o)活性空间的铁卟啉模型配合物上进行的HCISCF计算,在包含28个核心的单个节点上每次迭代仅需412秒,其中185秒用于HCI计算,其余227秒主要用于积分变换。最后,我们还表明,由于HCI在活性空间内对酉变换不是不变的,因此可以使用HCISCF优化活性空间轨道,以大幅加快HCI能量向完全CI极限的收敛速度。

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