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Monte Carlo configuration interaction with perturbation corrections for dissociation energies of first row diatomic molecules: C-2, N-2, O-2, CO, and NO

机译:蒙特卡罗构型与微扰校正的第一行双原子分子的解离能相互作用:C-2,N-2,O-2,CO和NO

摘要

Dissociation energies for the diatomic molecules C2, N2, O2, CO, and NO are estimated using the Monte Carlo configuration interaction (MCCI) and augmented by a second order perturbation theory correction. The calculations are performed using the correlation consistent polarized valence “triple zeta” atomic orbital basis and resulting dissociation energies are compared to coupled cluster calculations including up to triple excitations (CCSDT) and Full Configuration Interaction Quantum Monte Carlo (FCIQMC) estimates. It is found that the MCCI method readily describes the correct behavior for dissociation for the diatomics even when capturing only a relatively small fraction (∼80%) of the correlation energy. At this level only a small number of configurations, typically O(103) from a FCI space of dimension O(1014), are required to describe dissociation. Including the perturbation correction to the MCCI estimates, the difference in dissociation energies with respect to CCSDT ranges between 1.2 and 3.1 kcal/mol, and the difference when comparing to FCIQMC estimates narrows to between 0.5 and 1.9 kcal/mol. Discussions on MCCI's ability to recover static and dynamic correlations and on the form of correlations in the electronic configuration space are presented.
机译:使用蒙特卡洛构型相互作用(MCCI)估算双原子分子C2,N2,O2,CO和NO的解离能,并通过二阶扰动理论校正来增强。使用相关的一致极化极化价“三重ζ”原子轨道进行计算,并将得到的解离能与耦合簇计算进行比较,包括高达三重激发(CCSDT)和全配置相互作用量子蒙特卡罗(FCIQMC)估计。已经发现,即使仅捕获相对较小部分(约80%)的相关能,MCCI方法也能轻松描述双原子解离的正确行为。在此级别上,仅需要少量配置(通常是尺寸为O(1014)的FCI空间中的O(103))来描述分离。包括对MCCI估算值的扰动校正,相对于CCSDT的离解能差在1.2和3.1 kcal / mol之间,与FCIQMC估算值相比,差值缩小在0.5和1.9 kcal / mol之间。讨论了MCCI恢复静态和动态相关性的能力以及电子配置空间中相关性的形式。

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