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Path integral Monte Carlo study of the internal quantum state dynamics of a generic model fluid

机译:通用模型流体内部量子态动力学的路径积分蒙特卡洛研究

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摘要

We study the quantum dynamics of a generic model fluid with infernal quantum states and classical translational degrees of freedom in two, spatial dimensions. The path integral Monte Carlo data for the imaginary lime correlation functions are presented and analyzed by the maximum entropy method, A comparison of the frequency distribution with those of a mean field approximation and virial expansion shows goad agreement at high and low densities, respectively.
机译:我们研究了二维空间中具有地狱量子态和经典平移自由度的通用模型流体的量子动力学。通过最大熵方法给出和分析了虚假的石灰相关函数的路径积分蒙特卡罗数据,将频率分布与平均场近似和病毒扩展的频率分布进行比较,分别表明了高密度和低密度下的Goad一致性。

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