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arXiv 0909.2992cond-mat.mes-hall
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顺序隧穿机制下量子点中受限电荷的瞬态动力学

Transient Dynamics of Confined Charges in Quantum Dots in the Sequential Tunnelling Regime

Eduardo Vaz, Jordan Kyriakidis

摘要:

我们研究了在有序隧穿输运条件下,单个多能级量子点中束缚粒子的含时、相干和耗散动力学。我们专注于非平衡制度,其中有几个渠道可供运输。通过一个完全微观和非马尔可夫密度矩阵形式主义,我们研究了输运诱导的退相干和弛豫系统。我们验证我们的方法,也调查我们的模型的马尔可夫极限。我们确认,不仅不这样的限制忽略系统状态之间的相干振荡的预期,而且在此限制下达到稳态的速率显着不同于非马尔可夫的结果。通过系统地分析各种实际隧穿率各向异性和能量配置下约化密度矩阵非对角元素相干振荡的衰减常数和频率,我们提出了一个扩展退相干时间的准则.

英文摘要:

We investigate the time-dependent, coherent, and dissipative dynamics of bound particles in single multilevel quantum dots in the presence of sequential tunnelling transport. We focus on the nonequilibrium regime where several channels are available for transport. Through a fully microscopic and non-Markovian density matrix formalism we investigate transport-induced decoherence and relaxation of the system. We validate our methodology by also investigating the Markov limit on our model. We confirm that not only does this limit neglect the coherent oscillations between system states as expected, but also the rate at which the steady state is reached under this limit significantly differs from the non-Markovian results. By a systematic analysis of the decay constants and frequencies of coherent oscillations for the off-diagonal elements of the reduced density matrix under various realistic tunneling rate anisotropies and energy configurations, we outline a criteria for extended decoherence times.

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