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First-principles quantum dynamics with 150,000 atoms: Correlations in a BEC collision

机译:具有150,000个原子的第一原理量子动态:BEC碰撞中的相关性

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While the GP equation or perturbation theory (e.g. Bogoliubov excitations) can often used to describe the dynamics of macroscopic quantum gases of bosons, experimental situations where these are inaccurate are now common. BEC collisions are an example of this - the scattered atoms can build up sufficient phase-space density (one or more particles per mode) to stimulate coherent scattering out of the condensate into localised 'phase-grains' while remaining dephased from the main condensate and other phase-grains. We have found that the positive-P numerical simulation method can be applied tractably, and in a largely 'black-box' fashion, to a variety of macroscopic cold bosonic quantum gases - among them BEC collisions. This has allowed the calculation of detailed observable quantities in a macroscopic model directly from the Hamiltonian without the need to roll out the complicated theoretical machinery of various approximations or perturbation theory.
机译:虽然GP方程或扰动理论(例如,Bogoliubov激发)可以经常用于描述骨髓宏观量子气体的动态,但现在常见的实验情况是常见的。碰撞是这个例子 - 散射原子可以积聚足够的相空间密度(每个模式的一个或多个颗粒),以刺激冷凝物的相干散射进入局部化的“相颗粒”,同时保持从主冷凝物中的脱离其他阶段颗粒。我们发现,正 - P数值模拟方法可以毫无疑问地应用,并以大量的“黑匣子”时尚,以各种宏观冷伴者量子气体 - 其中侵蚀。这允许直接从汉密尔顿中计算宏观模型中的详细可观察量,而无需推出各种近似或扰动理论的复杂理论机械。

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