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An explicitly correlated local coupled cluster method for calculations of large molecules close to the basis set limit

机译:一种显式相关的局部耦合聚类方法,用于计算接近基本集极限的大分子

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A new explicitly correlated local coupled-cluster method with single and double excitations and a perturbative treatment of triple excitations [DF-LCCSD(T0)-F12x (x=a,b)] is presented. By means of truncating the virtual orbital space to pair-specific local domains (domain approximation) and a simplified treatment of close, weak and distant pairs using LMP2-F12 (pair approximation) the scaling of the computational cost with molecular size is strongly reduced. The basis set incompleteness errors as well as the errors due to the domain approximation are largely eliminated by the explicitly correlated terms. All integrals are computed using efficient density fitting (DF) approximations. The accuracy of the method is investigated for 52 reactions involving medium size molecules. A comparison of DF-LCCSD(T0)-F12x reaction energies with canonical CCSD(T)-F12x calculations shows that the errors introduced by the domain approximation are indeed very small. Care must be taken to keep the errors due to the additional pair approximation equally small, and appropriate distance criteria are recommended. Using these parameters, the root mean square (RMS) deviations of DF-LCCSD(T0)-F12a calculations with triple-ζ basis sets from estimated CCSD(T) complete basis set (CBS) limits and experimental data amount to only 1.5 kJmol~(-1) and 2.9 kJmol ~(-1), respectively. For comparison, the RMS deviation of the CCSD(T)/CBS values from the experimental values amounts to 3.0 kJmol ~(-1). The potential of the method is demonstrated for five reactions of biochemical or pharmacological interest which include molecules with up to 61 atoms. These calculations show that molecules of this size can now be treated routinely and yield results that are close to the CCSD(T) complete basis set limits.
机译:提出了一种具有单激励和双激励以及三激励的扰动处理[DF-LCCSD(T0)-F12x(x = a,b)]的新的显式相关的局部耦合簇方法。通过将虚拟轨道空间截断成对特定的局部域(域逼近),并使用LMP2-F12(对逼近)简化处理近,弱和远距离对,简化了计算成本随分子大小的缩放比例。基本集不完全性错误以及由于域近似引起的错误在很大程度上由显式相关的项消除。所有积分均使用有效密度拟合(DF)近似值进行计算。对于涉及中等大小分子的52个反应,研究了该方法的准确性。将DF-LCCSD(T0)-F12x反应能量与标准CCSD(T)-F12x计算结果进行比较表明,由域近似引入的误差确实很小。由于附加的线对近似值,必须注意使误差保持较小,并建议采用适当的距离标准。使用这些参数,利用估计的CCSD(T)完全基集(CBS)极限和实验数据得出的具有三重ζ基集的DF-LCCSD(T0)-F12a计算的均方根(RMS)偏差仅为1.5 kJmol〜 (-1)和2.9 kJmol〜(-1)。为了比较,CCSD(T)/ CBS值与实验值的RMS偏差为3.0 kJmol〜(-1)。证明了该方法对生化或药理学感兴趣的五个反应的潜力,其中包括多达61个原子的分子。这些计算表明,现在可以常规处理这种大小的分子,并且产生的结果接近CCSD(T)完整基准集的极限。

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