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Quantum Monte Carlo Simulations of Solid ~4He

机译:固体〜4He的量子蒙特卡罗模拟

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摘要

Recent experimental investigations of solid ~4He have been interpreted as showing possible superfluidity in the solid at low tempera-tures, below 0.2 K. A solid behaving this way, exhibiting both long range translational order and superfluidity, has been called a supersolid phase. The existence of a supersolid phase was proposed many years ago, and has been discussed theoretically. In this paper we review simulations of the solid state of bulk ~4He at or near absolute zero temperature by quantum Monte Carlo techniques. The techniques considered are variational calculations at zero temperature which use traditional Bijl-Dingle-Jastrow wavefunctions or more recently, shadow wavefunctions; Green's function Monte Carlo calculations at zero temperature; diffusion Monte Carlo, and finally, the finite temperature path integral Monte Carlo method. A brief introduction to the technique will be given followed by a discussion of the simulation results with respect to solid helium.
机译:最近对固体〜4He的实验研究被解释为显示了在0.2 K以下的低温下固体中可能存在的超流动性。以这种方式表现出远距离平移顺序和超流动性的固体被称为超固相。超固体相的存在是多年前提出的,并且已经在理论上进行了讨论。在本文中,我们通过量子蒙特卡洛技术回顾了在零温度或接近零温度下〜4He的固态模拟。所考虑的技术是在零温度下使用传统的Bijl-Dingle-Jastrow波函数或更近的阴影波函数进行变分计算。格林函数在零温度下的蒙特卡洛计算;扩散蒙特卡罗法,最后是有限温度路径积分蒙特卡罗法。将简要介绍该技术,然后讨论有关固体氦气的模拟结果。

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