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Multiconfigurational Second-Order Perturbation Theory with Frozen Natural Orbitals Extended to the Treatment of Photochemical Problems

机译:具有冻结自然轨道的多配置二阶摄动理论扩展到光化学问题的处理

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摘要

A new flavor of the frozen natural orbital complete active space second-order perturbation theory method (FNO-CASPT2, Aquilante et al, J. Chem. Phys. 131, 034113) is proposed herein. In this new implementation, the virtual space in Cholesky decomposition-based CASPT2 computations (CD-CASPT2) is truncated by excluding those orbitals that contribute the least toward preserving a predefined value of the trace of an approximate density matrix, as that represents a measure of the amount of dynamic correlation retained in the model. In this way, the amount of correlation included is practically constant at all nuclear arrangements, thus allowing for the computation of smooth electronic states surfaces and energy gradients essential requirements for theoretical studies in photochemistry. The method has been benchmarked for a series of relevant biochromophores for which large speed-ups have been recorded while retaining the accuracy achieved in the corresponding CD-CASPT2 calculations. Both vertical excitation energies and gradient calculations have been carried out to establish general guidelines as to how much correlation needs to be retained in the calculation for the results to be consistent with the CD-CASPT2 findings. Our results feature errors within a tenth of an eV for the most difficult cases and have been validated to be used for gradient computations where an up to 3-fold speed-up is observed depending on the size of the system and the basis set employed.
机译:本文提出了冷冻自然轨道完全活动空间二级扰动理论方法(FNO-CASPT2,Aquilante等人,J.Chem.Phys.131,034113)的新形式。在此新实现中,通过排除对保留近似密度矩阵的轨迹的预定义值贡献最小的那些轨道,可以截断基于Cholesky分解的CASPT2计算(CD-CASPT2)中的虚拟空间。模型中保留的动态相关量。这样,所包括的相关量在所有核排列中实际上是恒定的,因此允许计算光滑的电子态表面和能量梯度,这是光化学理论研究的基本要求。该方法已针对一系列相关生物发色团进行了基准测试,记录了这些生物发色团的大幅度提速,同时保留了在相应CD-CASPT2计算中获得的准确性。进行了垂直激励能量和梯度计算,以建立关于在计算中需要保留多少相关性以使结果与CD-CASPT2结果一致的一般指导原则。对于最困难的情况,我们的结果具有误差在eV的十分之一以内,并且已被验证可用于梯度计算,其中根据系统的大小和所使用的基础集,观测到的加速高达3倍。

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