首页> 外文期刊>Journal of chemical theory and computation: JCTC >Benchmark Structures and Harmonic Vibrational Frequencies Near the CCSD(T) Complete Basis Set Limit for Small Water Clusters: (H2O)(n=2, 3, 4, 5, 6)
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Benchmark Structures and Harmonic Vibrational Frequencies Near the CCSD(T) Complete Basis Set Limit for Small Water Clusters: (H2O)(n=2, 3, 4, 5, 6)

机译:小型水团簇附近CCSD(T)完整基准集极限的基准结构和谐波振动频率:(H2O)(n = 2、3、4、5、6)

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A series of (H2O)(n) clusters ranging from the dimer to the hexamer have been characterized with the CCSD(T) and the 2-body:Many-body CCSD(T):MP2 methods near the complete basis set (CBS) limit to generate benchmark-quality optimized structures and harmonic vibrational frequencies for these important systems. Quadruple-zeta correlation-consistent basis sets that augment the O atoms with diffuse functions have been employed in the analytic computation of harmonic vibrational frequencies for the global minima of the dimer, trimer, tetramer, and pentamer as well as the ring, book, cage, and prism isomers of the hexamer. Prior calibration [J. Chem. Phys. 2013, 139, 184113 and J. Chem. Theory Comput. 2014, 10, 5426] suggests that harmonic frequencies computed with this approach will lie within a few cm(-1) of the canonical CCSD(T) CBS limit. These data are used as reference values to gauge the performance of harmonic frequencies obtained with other ab initio methods (e.g., LCCSD(T) and MP2) and water potentials (e.g., TTM3-F and WHBB). This comparison reveals that it is far more challenging to converge harmonic vibrational frequencies for the bound OH stretching modes in these (H2O)(n) clusters to the CCSD(T) CBS limit than the free OH stretches, the n intramonomer HOH bending modes and even the 6n - 6 intermonomer modes. Deviations associated with the bound OH stretching harmonic frequencies increase rapidly with the size of the cluster for all methods and potentials examined, as do the corresponding frequency shifts relative to the monomer OH stretches.
机译:已经使用CCSD(T)和接近于完整基集(CBS)的2-body:Many-body CCSD(T):MP2方法表征了从二聚体到六聚体的一系列(H2O)(n)簇。限制为这些重要系统生成基准质量的优化结构和谐波振动频率。在二聚体,三聚体,四聚体和五聚体以及环,书,笼的整体极小值的谐波振动频率的解析计算中,采用了用扩散函数增强O原子的四重Zeta相关一致基集。以及六聚体的棱镜异构体。事先校准[J.化学物理2013,139,184113和J.Chem。理论计算。 2014,10,5426]建议,使用这种方法计算出的谐波频率将位于规范CCSD(T)CBS限制的几厘米(-1)之内。这些数据用作参考值,以衡量通过其他从头算方法(例如LCCSD(T)和MP2)和水势(例如TTM3-F和WHBB)获得的谐波频率的性能。该比较表明,与自由OH拉伸,n个单体HOH弯曲模式和n个单体内OH弯曲模式和甚至6n-6个单体模式对于所有检查的方法和电势,与约束的OH拉伸谐波频率相关的偏差随簇的大小而迅速增加,相对于单体OH拉伸的相应频移也是如此。

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