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Quantum electron-vibrational dynamics at finite temperature: Thermo field dynamics approach

机译:有限温度下的量子电子振动动力学:热场动力学方法

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Quantum electron-vibrational dynamics in molecular systems at finite temperature is described using an approach based on the thermo field dynamics theory. This formulation treats temperature effects in the Hilbert space without introducing the Liouville space. A comparison with the theoretically equivalent density matrix formulation shows the key numerical advantages of the present approach. The solution of thermo field dynamics equations with a novel technique for the propagation of tensor trains (matrix product states) is discussed. Numerical applications to model spin-boson systems show that the present approach is a promising tool for the description of quantum dynamics of complex molecular systems at finite temperature. Published by AIP Publishing.
机译:使用基于热场动力学理论的方法描述了分子系统在有限温度下的量子电子振动动力学。此公式可在不引入Liouville空间的情况下处理希尔伯特空间中的温度效应。与理论上等效的密度矩阵公式的比较显示了本方法的关键数值优势。讨论了用一种新颖的技术来传播张量序列(矩阵乘积状态)的热场动力学方程。对自旋玻色子系统建模的数值应用表明,该方法是描述有限温度下复杂分子系统的量子动力学的有前途的工具。由AIP Publishing发布。

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