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On the accuracy of surface hopping dynamics in condensed phase non-adiabatic problems

机译:凝聚相非绝热问题中表面跳变动力学的精度

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We perform extensive benchmark comparisons of surface hopping dynamics with numerically exact calculations for the spin-boson model over a wide range of energetic and coupling parameters as well as temperature. We find that deviations from golden-rule scaling in the Marcus regime are generally small and depend sensitively on the energetic bias between electronic states. Fewest switches surface hopping (FSSH) is found to be surprisingly accurate over a large swath of parameter space. The inclusion of decoherence corrections via the augmented FSSH algorithm improves the accuracy of dynamical behavior compared to exact simulations, but the effects are generally not dramatic, at least for the case of an environment modeled with the commonly used Debye spectral density. (C) 2016 AIP Publishing LLC.
机译:我们在各种能量和耦合参数以及温度范围内,对自旋玻色子模型进行了数值精确的计算,从而对表面跳跃动力学进行了广泛的基准比较。我们发现,与马库斯政权的黄金定律的偏差通常很小,并且敏感地取决于电子状态之间的能量偏差。发现Fewest交换机表面跳变(FSSH)在大量参数空间中都具有惊人的准确性。与精确的仿真相比,通过增强的FSSH算法包含去相干校正可以提高动态行为的准确性,但效果通常并不显着,至少对于以常用的德拜光谱密度建模的环境而言。 (C)2016 AIP出版有限责任公司。

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