Department of Chemistry, University of Waterloo, 200 University Avenue West, Waterloo, Ontario, Canada, N2L 3G1.
J Chem Phys. 2012 Feb 14;136(6):064101. doi: 10.1063/1.3682325.
We have recently introduced a parameterized coupled-cluster singles and doubles model (pCCSD(α, β)) that consists of a bivariate parameterization of the CCSD equations and is inspired by the coupled electron pair approximations. In our previous work, it was demonstrated that the pCCSD(-1, 1) method is an improvement over CCSD for the calculation of geometries, harmonic frequencies, and potential energy surfaces for single bond-breaking. In this paper, we find suitable pCCSD parameters for applications in reaction thermochemistry and thermochemical kinetics. The motivation is to develop an accurate and economical methodology that, when coupled with a robust local correlation framework based on localized pair natural orbitals, is suitable for large-scale thermochemical applications for sizeable molecular systems. It is demonstrated that the original pCCSD(-1, 1) method and several other pCCSD methods are a significant improvement upon the standard CCSD approach and that these methods often approach the accuracy of CCSD(T) for the calculation of reaction energies and barrier heights. We also show that a local version of the pCCSD methodology, implemented within the local pair natural orbital (LPNO) based CCSD code in ORCA, is sufficiently accurate for wide-scale chemical applications. The LPNO based methodology allows us for routine applications to intermediate sized (20-100 atoms) molecular systems and is a significantly more accurate alternative to MP2 and density functional theory for the prediction of reaction energies and barrier heights.
我们最近引入了一个参数化耦合簇单双模型(pCCSD(α,β)),它由 CCSD 方程的双变量参数化组成,并受到耦合电子对近似的启发。在我们之前的工作中,已经证明 pCCSD(-1,1)方法在计算单键断裂的几何形状、调和频率和势能面方面优于 CCSD。在本文中,我们找到了适用于反应热化学和热化学动力学应用的 pCCSD 参数。动机是开发一种准确且经济的方法,当与基于局域对自然轨道的稳健局部相关框架结合使用时,适用于大规模热化学应用,适用于相当大的分子系统。结果表明,原始的 pCCSD(-1,1)方法和其他几种 pCCSD 方法在计算反应能和势垒高度方面显著优于标准 CCSD 方法,并且这些方法通常接近 CCSD(T)的精度。我们还表明,在 ORCA 中基于局域对自然轨道(LPNO)的 CCSD 代码中实现的 pCCSD 方法的局域版本对于广泛的化学应用足够准确。基于 LPNO 的方法允许我们对中等大小(20-100 个原子)的分子系统进行常规应用,并且是预测反应能和势垒高度的 MP2 和密度泛函理论的更准确的替代方法。