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Highly accurate treatment of electron correlation in polymers: coupled-cluster and many-body perturbation theories

机译:高精度处理聚合物中的电子相关性:耦合簇和许多身体扰动理论

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A series of accurate and size-extensive ab initio wavefunction-based methods, i.e., coupled-cluster (CCD, CCSD, LCCD, ACCD. QCISD, and LCCSD) and many-body perturbation theories [MBPT(2) and MBPT(3)], are formulated and implemented for infinitely extended one-dimensional lattices (polymers), by taking account of the periodic boundary conditions. We present the results of initial benchmark calculations and also investigate the spatial spread of electron correlation by plotting the atomic-orbital-based t(1)- and t(2)-amplitudes with respect to a unit cell parameter n. The two-electron integrals and t(2)-amplitudes decay as n(-1) and n(-3), leading to the n(-3) convergence of the lattice summations for correlation energies. (C) 2001 Published by Elsevier Science B.V. [References: 35]
机译:一系列准确和尺寸广泛的AB Initio Wavefunction的方法,即耦合簇(CCD,CCSD,LCCD,ACCD。QCISD和LCCSD)和许多身体扰动理论[MBPT(2)和MBPT(3) [将通过考虑定期边界条件,制定和实施,用于无限延伸一维格子(聚合物)。 我们介绍了初始基准计算的结果,并且还通过绘制关于单位细胞参数n的原子轨道基T(1) - 和T(2)-Amplitudes来研究电子相关的空间传播。 双电子积分和T(2)-amplitudes衰减为n(-1)和n(-3),导致晶格总和的N(3)款的相关性能量。 (c)2001年由elestvier Science B.V发布。[参考文献:35]

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