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密度累积泛函理论的基准研究:热化学与动力学

Benchmark Study of Density Cumulant Functional Theory: Thermochemistry and Kinetics.

作者信息

Copan Andreas V, Sokolov Alexander Yu, Schaefer Henry F

机构信息

Center for Computational Quantum Chemistry, The University of Georgia , Athens, Georgia 30602, United States.

出版信息

J Chem Theory Comput. 2014 Jun 10;10(6):2389-98. doi: 10.1021/ct5002895.

Abstract

We present an extensive benchmark study of density cumulant functional theory (DCFT) for thermochemistry and kinetics of closed- and open-shell molecules. The performance of DCFT methods (DC-06, DC-12, ODC-06, and ODC-12) is compared to that of coupled-electron pair methods (CEPA0 and OCEPA0) and coupled-cluster theory (CCSD and CCSD(T)) for the description of noncovalent interactions (A24 database), barrier heights of hydrogen-transfer reactions (HTBH38), radical stabilization energies (RSE30), adiabatic ionization energies (AIE), and covalent bond stretching in diatomic molecules. Our results indicate that out of four DCFT methods the ODC-12 method is the most reliable and accurate DCFT formulation to date. Compared to CCSD, ODC-12 shows superior results for all benchmark tests employed in our study. With respect to coupled-pair theories, ODC-12 outperforms CEPA0 and shows similar accuracy to the orbital-optimized CEPA0 variant (OCEPA0) for systems at equilibrium geometries. For covalent bond stretching, ODC-12 is found to be more reliable than OCEPA0. For the RSE30 and AIE data sets, ODC-12 shows competitive performance with CCSD(T). In addition to benchmark results, we report new reference values for the RSE30 data set computed using coupled cluster theory with up to perturbative quadruple excitations.

摘要

我们展示了一项关于密度累积量泛函理论(DCFT)在闭壳层和开壳层分子热化学及动力学方面的广泛基准研究。将DCFT方法(DC - 06、DC - 12、ODC - 06和ODC - 12)的性能与耦合电子对方法(CEPA0和OCEPA0)以及耦合簇理论(CCSD和CCSD(T))进行了比较,用于描述非共价相互作用(A24数据库)、氢转移反应的势垒高度(HTBH38)、自由基稳定能(RSE30)、绝热电离能(AIE)以及双原子分子中的共价键拉伸。我们的结果表明,在四种DCFT方法中,ODC - 12方法是迄今为止最可靠、最准确的DCFT公式。与CCSD相比,ODC - 12在我们研究中使用的所有基准测试中都显示出更优的结果。相对于耦合对理论,ODC - 12优于CEPA0,并且对于处于平衡几何构型的系统,其精度与轨道优化的CEPA0变体(OCEPA0)相似。对于共价键拉伸,发现ODC - 12比OCEPA0更可靠。对于RSE30和AIE数据集,ODC - 12与CCSD(T)表现出具有竞争力的性能。除了基准测试结果外,我们还报告了使用包含微扰四重激发的耦合簇理论计算的RSE30数据集的新参考值。

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