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Explicitly intruder-free valence-universal multireference coupled cluster theory as applied to ionization spectroscopy

机译:显式无入侵者价-通用多参考耦合簇理论在电离光谱中的应用

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Although it is quite promising to compute the spectroscopic energies [say, ionization potential (IP)] via the traditional valence-universal multireference coupled cluster (VUMRCC) method based on the description of the complete model space being seriously plagued by the perennial intruder state problem, the eigenvalue independent partitioning (EIP) based VUMRCC (coined as EIP-MRCC) method is quite effective to predict the spectroscopic energies in an intruder-free manner. Hence, the EIP-MRCC method is suitable for generating both the principal IPs and the satellite IPs of the inner-valence region. An EIP strategy converts the nonlinear VUMRCC equations for M-(m,M-n) dimensional model space of m hole and n particle to a non-Hermitian eigenproblem of larger dimension whose M-(m,M-n) roots are only physically meaningful. To increase the quality of the computed energy differences in the sense of chemical accuracy and to locate the correct position of it in the spectrum, the inclusion of higher-body cluster operators on top of all the standard singles-doubles is not the only pivotal issue, the effect of the size of the basis set is also equally important. This paper illustrates these issues by calculating the principal and satellite IPs of HF and HCl molecules using various basis sets (viz., Dunning's cc-pVDZ, cc-pVTZ, and cc-pVQZ) via EIP-MRCC method with full inclusion of triples (abbreviated as EIP-MRCCSDT). The results seem quite encouraging in comparison with the experimental values. The controversial (2)Pi satellite at 28.67 eV of HCl of Svensson [J. Chem. Phys. 89, 7193 (1988)] is also reported. (c) 2006 American Institute of Physics.
机译:尽管通过完整的模型空间描述受到多年生入侵者状态问题的严重困扰,通过传统的价-通用-多参考耦合簇(VUMRCC)方法计算光谱能量[例如,电离势(IP)]是很有前途的,基于特征值独立划分(EIP)的VUMRCC(又称EIP-MRCC)方法非常有效地以无入侵者的方式预测了光谱能量。因此,EIP-MRCC方法适用于生成内价区域的主要IP和卫星IP。 EIP策略将m个孔和n个粒子的M-(m,M-n)维模型空间的非线性VUMRCC方程转换为较大维的非Hermitian本征问题,其M-(m,M-n)根仅在物理上有意义。为了提高化学精确度上计算得出的能量差的质量并确定其在光谱中的正确位置,在所有标准单打-双打之外还包括高体簇算子不是唯一的关键问题,基集大小的影响也同样重要。本文通过使用EIP-MRCC方法并完全包含三元组()的各种基础集(即Dunning的cc-pVDZ,cc-pVTZ和cc-pVQZ)通过计算HF和HCl分子的主要和附属IP来说明这些问题。缩写为EIP-MRCCSDT)。与实验值相比,结果似乎令人鼓舞。有争议的(2)Pi卫星的Svensson HCl浓度为28.67 eV [J.化学物理89,7193(1988)]。 (c)2006年美国物理研究所。

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