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IPM approach to Hubbard model. Applications and limitations of restricted CI calculations to ground states of some pi networks containing fused 5-and 6-membered rings

机译:针对Hubbard模型的IPM方法。有限CI的计算及其对某些包含5和6环稠合环的pi网络的基态的限制

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The validity of the independent particle model (IPM) approach in treating the Hubbard model with uniform hopping parameter t and uniform on-site repulsion term LI is investigated for several U/t ratios on the ground states of some rr networks containing fused 5- and 6-membered rings with up to N = 32 pi electrons. It is shown that single and double excitation configuration interaction (SD-CI) based on a closed-shell Huckel-type reference determinant plus a correction added for the size consistency error using appropriate known correction terms leads to sensible estimates of the ground-state energy for up to U/t less than or equal to 4. The IPM approach is hence well suited for treating the chemically relevant region of U/t approximate to 1.5 - 2 for pi systems. The systems studied in this work involve several fullerene-type fragments with up to N = 16, for which a full configuration interaction (FCI) calculation is possible, and three larger systems, namely Corannulene (N = 20), the C-26 fullerene (N = 26) and the C-28(4-) fullerene anion of T-d symmetry(N = 32), for which only a limited CI involving single, double, triple, and quadruple excitations (SDTQ-CI) could be performed as a guide. SD-CI calculations on these latter systems further reproduced qualitatively correct charge densities and nearest-neighbor bond orders. Wherever possible, the obtained results were compared with those obtained by different methods present in the literature, based on Monte Carlo approaches. Further we indicated a strategy as to how to perform optimum FCI Hubbard/Pariser-Parr-Pople (PPP) calculations as far as computation time is concerned. (C) 2000 John Wiley & Sons, Inc. [References: 43]
机译:对于包含融合5的某些rr网络的基态上的几个 U / t 比,研究了独立粒子模型(IPM)方法处理具有均匀跳跃参数t和均匀现场排斥项LI的Hubbard模型的有效性。 -和6元环具有最多N = 32 pi电子。结果表明,基于闭壳Huckel型参考行列式的单激发和双激发构型相互作用(SD-CI),加上使用适当的已知校正项对尺寸一致性误差进行的校正,会导致对基态能量的合理估计因此,最大 U / t 小于或等于4。对于pi系统,IPM方法非常适合处理 U / t 的化学相关区域,大约为1.5-2。在这项工作中研究的系统涉及几个高达N = 16的富勒烯型片段,可以进行完整构型相互作用(FCI)计算,以及三个更大的系统,即Corannulene(N = 20),C-26富勒烯。 (N = 26)和Td对称性的C-28(4-)富勒烯阴离子(N = 32),对于这种情况,只能执行涉及单,双,三和四重激发(SDTQ-CI)的有限CI指引。在这些后面的系统上的SD-CI计算进一步重现了定性正确的电荷密度和最近邻居的债券定单。尽可能将获得的结果与基于蒙特卡洛方法通过文献中不同方法获得的结果进行比较。此外,我们还就如何执行最佳FCI Hubbard / Pariser-Parr-Pople(PPP)计算提出了一种策略。 (C)2000 John Wiley&Sons,Inc. [参考:43]

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