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Particle injection into a chain: Decoherence versus relaxation for Hermitian and non-Hermitian dynamics

机译:粒子注入链中:埃尔米特和非埃尔米特动力学的退相干与弛豫

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摘要

A model system for the injection of fermionic particles from filled source sites into an empty chain is investigated. The ensuing dynamics for Hermitian as well as for non-Hermitian time evolution, where the particles cannot return to the bath sites (quantum ratchet), is studied. A non-homogeneous hybridization between bath and chain sites permits transient currents in the chain. Non-interacting particles show decoherence in the thermodynamic limit: the average particle number and the average current density in the chain become stationary for long times, whereas the single-particle density matrix displays large fluctuations around its mean value. Using the numerical time-dependent density-matrix renormalization group (t-DMRG) method it is demonstrated, on the other hand, that sizable density-density interactions between the particles introduce relaxation which is by orders of magnitudes faster than the decoherence processes.
机译:研究了一个模型系统,用于将铁离子颗粒从填充的位点注入到空链中。研究了粒子不能返回到浴场(量子棘轮)的埃尔米特和非赫米特时间演化的动力学。浴位点和链位点之间的非均匀杂交允许链中出现瞬时电流。非相互作用的粒子在热力学极限中显示出不相干性:链中的平均粒子数和平均电流密度长时间保持稳定,而单粒子密度矩阵在其平均值附近显示出较大的波动。另一方面,使用数值随时间变化的密度矩阵重归一化组(t-DMRG)方法,证明了粒子之间的相当大的密度-密度相互作用会引入弛豫,这比解相干过程快了几个数量级。

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