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Continuum of classical-field ensembles in Bose gases from canonical to grand canonical and the onset of their equivalence

机译:古典领域的连续统一于啤酒厂从规范到大规范和展开的等价

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The canonical and grand-canonical ensembles are two usual marginal cases for ultracold Bose gases, but real collections of experimental runs commonly have intermediate properties. Here we study the continuum of intermediate cases and look into the appearance of ensemble equivalence as interaction rises for mesoscopic 1d systems.We demonstrate how at sufficient interaction strength the distributions of condensate and excited atoms become practically identical, regardless of the ensemble used. Importantly, we find that features that are fragile in the ideal gas and appear only in a strict canonical ensemble can become robust in all ensembles when interactions become strong. As evidence, the steep cliff in the distribution of the number of excited atoms is preserved. To make this study, a straightforward approach for generating canonical and intermediate classical field ensembles using a modified stochastic Gross-Pitaevskii equation is developed.
机译:规范和宏大规范的合奏是超级瓶装气体的两个通常的边际案例,但实验运行的真正收集通常具有中间特性。 在这里,我们研究中间情况的连续内容,并查看集合等价的外观,因为介于介观1D系统的相互作用升高。我们证明了如何充分的相互作用强度,冷凝物和激发原子的分布是实际上相同的,无论使用的合并如何。 重要的是,我们发现在理想的气体中脆弱的功能,并且仅在严格的规范集合中出现在互动变得强劲时的所有合奏中都会变得强大。 作为证据,保留了兴奋原子数量的分布中的陡峭悬崖。 为了进行这项研究,开发了一种使用改进的随机总体总体公正方程产生规范和中间经典领域集合的直接方法。

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