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Applicability of transfer tensor method for open quantum system dynamics

机译:转移张量法对开放量子系统动力学的适用性

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Accurate simulations of open quantum system dynamics is a long standing issue in the field of chemical physics. Exact methods exist, but are costly, while perturbative methods are limited in their applicability. Recently a new black-box type method, called transfer tensor method (TTM), was proposed [J. Cerrillo and J. Cao, Phys. Rev. Lett. 112, 110401 (2014)]. It allows one to accurately simulate long time dynamics with a numerical cost of solving a time-convolution master equation, provided many initial system evolution trajectories are obtained from some exact method beforehand. The possible time-savings thus strongly depend on the ratio of total versus initial evolution lengths. In this work, we investigate the parameter regimes where an application of TTM would be most beneficial in terms of computational time. We identify several promising parameter regimes. Although some of them correspond to cases when perturbative theories could be expected to perform well, we find that the accuracy of such approaches depends on system parameters in a more complex way than it is commonly thought. We propose that the TTM should be applied whenever system evolution is expected to be long and accuracy of perturbative methods cannot be ensured or in cases when the system under consideration does not correspond to any single perturbative regime. Published by AIP Publishing.
机译:精确的开放量子系统动态模拟是化学物理领域的长期问题。确切的方法存在,但昂贵的方法,而扰动方法则受到适用性的限制。最近提出了一种新的黑匣子型方法,称为传输张量方法(TTM)[J.柠檬烷和J.Cao,Phy。 rev. lett。 112,110401(2014)]。它允许一个人能够准确地模拟长时间动态,以求解时间卷积主方程的数值成本,提供了许多初始系统演化轨迹,从事先从一些精确的方法获得。因此,可能的时间节省强烈取决于总量与初始演化长度的比率。在这项工作中,我们调查了在计算时间方面最有益的TTM的参数制度。我们确定了几个有前途的参数制度。虽然它们中的一些人对应于扰动理论的情况可以预期表现良好,但我们发现这种方法的准确性取决于系统参数,比通常认为更复杂的方式。我们建议在预计系统演变时应该应用TTM,并且在所考虑的系统不对应于任何单一扰动制度时,不能确保扰动方法的准确性。通过AIP发布发布。

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