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Benchmark of correlation matrix renormalization method in molecule calculations

机译:分子计算中相关矩阵重新定位方法的基准

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We report benchmark calculations of the correlation matrix renormalization (CMR) approach for 23 molecules in the well-established G2 molecule set. This subset represents molecules with spin-singlet ground state in a variety of chemical bonding and coordination environments. The QUAsi-atomic minimal basis-set orbitals (QUAMBOs) are used as local orbitals in both CMR and full configuration interaction (FCI) calculations for comparison. The results obtained from the calculations are also compared with available experimental data. It is shown that the CMR method produces binding and dissociation energy curves in good agreement with the QUAMBO-FCI calculations as well as experimental results. The CMR benchmark calculations yield a standard deviation of 0.09 angstrom for the equilibrium bond length and 0.018 Hartree/atom for the formation energy, with a gain of great computational efficiency which scales like Hartree-Fock method.
机译:我们报告了良好建立的G2分子集中23分子相关矩阵重型(CMR)方法的基准计算。 该子集代表了各种化学粘合和配位环境中具有旋转单态地的分子。 准原子最小基础设定轨道(Quambos)用作CMR和完全配置交互(FCI)计算的局部轨道。 与可用的实验数据相比,从计算中获得的结果也比较。 结果表明,CMR方法与Quambo-FCI计算以及实验结果吻合良好的绑定和解离能曲线。 CMR基准计算结果为平衡键长度和0.018 Hartree /原子的形成能量产生0.09埃的标准偏差,增益具有较大的计算效率,如Hartree-Fock方法。

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