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Generic regimes of quantum many-body dynamics of trapped bosonic systems with strong repulsive interactions

机译:具有强斥力作用的俘获玻色子系统的量子多体动力学的一般形式

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The nonequilibrium quantum dynamics of trapped bosons interacting by strong interparticle interaction of finite range in one, two, and three spatial dimensions is investigated on an accurate many-body level. We use different time-dependent processes to destabilize the systems' ground states: A sudden quench of the strength of the interparticle repulsion is accompanied by displacement of the trap. Two qualitatively different but otherwise generic dynamical quantum many-body behaviors are discovered. In the first, the overall "topology" of the ground-state density is preserved, whereas in the second the density totally "explodes." An intuitive many-body time-dependent model is devised to interpret and explain the observations. The generality of the discovered scenarios is explicitly confirmed in traps of various shapes and dimensionality, and interparticle interactions of different forms and ranges. Implications are briefly discussed.
机译:在精确的多体水平上研究了在有限的一维,二维和三维空间中通过有限范围内的强大粒子间相互作用而相互作用的俘获玻色子的非平衡量子动力​​学。我们使用不同的时间依赖性过程来破坏系统的基态:粒子间斥力强度的突然猝灭伴随着阱的位移。发现了两个性质上不同的动力学量子多体行为。首先,基态密度的整体“拓扑”得以保留,而第二个密度则完全“爆炸”。设计了直观的多体时间相关模型来解释和解释观察结果。在各种形状和维度的陷阱以及不同形式和范围的粒子间相互作用中,明确证实了所发现情景的普遍性。涵义进行了简要讨论。

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