物理
超冷原子
安德森本地化
维数(图论)
理想(伦理)
干扰(通信)
指数函数
凝聚态物理
频道(广播)
量子力学
量子
计算机科学
电信
哲学
数学
认识论
纯数学
数学分析
作者
D. H. White,Thomas Haase,Dylan Brown,M. D. Hoogerland,Mojdeh S. Najafabadi,J. L. Helm,Christopher Gies,Dániel Schumayer,D. A. W. Hutchinson
标识
DOI:10.1038/s41467-020-18652-w
摘要
Abstract Anderson localisation —the inhibition of wave propagation in disordered media— is a surprising interference phenomenon which is particularly intriguing in two-dimensional (2D) systems. While an ideal, non-interacting 2D system of infinite size is always localised, the localisation length-scale may be too large to be unambiguously observed in an experiment. In this sense, 2D is a marginal dimension between one-dimension, where all states are strongly localised, and three-dimensions, where a well-defined phase transition between localisation and delocalisation exists as the energy is increased. Here, we report the results of an experiment measuring the 2D transport of ultracold atoms between two reservoirs, which are connected by a channel containing pointlike disorder. The design overcomes many of the technical challenges that have hampered observation of localisation in previous works. We experimentally observe exponential localisation in a 2D ultracold atom system.
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