论文标题
自适应密度引导的方法,用于双增量势能构建
Adaptive Density-Guided Approach to Double Incremental Potential Energy Surface Construction
论文作者
论文摘要
我们介绍了最近开发的势能表面双重增量扩展与良好的自适应密度引导的网格结构方法的组合。这种独特的方法基于使用增量扩展来用于势能表面,称为N模式扩展,电子能的增量多体表示以及有效的振动密度指导的方法来自动确定网格尺寸和颗粒状。该方法的可靠性经过验证,以计算势能表面并获得三种中等大小的类似链样分子系统的基本激发能。将结果与其他方法进行比较,这些方法利用静态网格构造进行超系统和碎片计算设置。我们的方法论的使用可为势能表面构建提供可观的计算节省,并且可以实现所需的单点计算数量的重大减少,同时保持最高的势能表面的准确性。其他研究表明,我们的方法可以应用于共价结合和强烈相互作用的分子系统,即使这些情况被称为碎片化方案非常不利。因此,我们得出的结论是,所提出的方法是势能构建的强大而灵活的方法,它引入了可观的计算节省,而不会损害振动光谱计算的准确性。
We present a combination of the recently developed double incremental expansion of potential energy surfaces with the well-established adaptive density-guided approach to grid construction. This unique methodology is based on the use of an incremental expansion for potential energy surfaces, known as n-mode expansion, an incremental many-body representation of the electronic energy, and an efficient vibrational density-guided approach to automated determination of grid dimensions and granularity. The reliability of the method is validated calculating potential energy surfaces and obtaining fundamental excitation energies for three moderate-size chain-like molecular systems. The results are compared to other approaches, which utilize static grid construction for supersystem and fragmentation calculation setups. The use of our methodology leads to considerable computational savings for potential energy surface construction and a major reduction in the number of required single point calculations can be achieved, while maintaining a high level of accuracy in the resulting potential energy surfaces. Additional investigations indicate that our method can be applied to covalently bound and strongly interacting molecular systems, even though these cases are known as being very unfavorable for fragmentation schemes. We therefore conclude that the presented methodology is a robust and flexible approach to potential energy surface construction, which introduces considerable computational savings without compromising the accuracy of vibrational spectra calculations.