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Diffusion Monte Carlo approaches for investigating the structure and vibrational spectra of fluxional systems

机译:蒙特卡罗扩散法研究通量系统的结构和振动谱

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摘要

Recent advances in diffusion Monte Carlo (DMC) are reviewed within the context of the vibrational motions of systems that undergo large amplitude motions. Specifically, the authors describe the DMC approach for obtaining the ground state wave function and zero-point energy (ZPE) of the system of interest, as well as extensions to the method for evaluating probability amplitudes, rotational constants, vibrationally excited states and methods for obtaining vibrational spectra. The discussion is framed in terms of the properties of several systems of current experimental and theoretical interest, specifically complexes of neon atoms with OH or SH, H3O2-, H5O2+, and CH5+. The results of the DMC simulations provide the information necessary to characterize the extent of delocalization of the probability amplitudes, even in the ground vibrational states. Methods for evaluating expectation values and vibrationally excited states are explored, and, when possible, the results are compared with those from other approaches. Finally, the methods for evaluating intensities are described and existing and future challenges for the approach are reviewed.
机译:在经历大幅度运动的系统的振动运动的背景下,回顾了扩散蒙特卡罗(DMC)的最新进展。具体来说,作者描述了用于获得目标系统的基态波函数和零点能量(ZPE)的DMC方法,以及用于评估概率振幅,旋转常数,振动激发态的方法的扩展以及用于计算目标系统的方法。获得振动光谱。讨论是根据当前实验和理论感兴趣的几种系统的性质进行的,特别是氖原子与OH或SH,H3O2-,H5O2 +和CH5 +的配合物。 DMC模拟的结果提供了必要的信息,即使在地面振动状态下,也可以表征概率振幅的离域程度。探索了评估期望值和振动激发态的方法,并且在可能的情况下,将结果与其他方法进行了比较。最后,描述了评估强度的方法,并回顾了该方法的现有和未来挑战。

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