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arXiv 0705.3700quant-phcond-mat.stat-mech
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有陷阱的相干激子转移中的存活几率

Survival Probabilities in Coherent Exciton Transfer with Trapping

Oliver Muelken, Alexander Blumen, Thomas Amthor, Christian Giese, Markus Reetz-Lamour, Matthias Weidemueller

摘要:

在寻求相干输运的签名,我们认为激子捕获在连续时间量子行走框架。生存概率显示不同的衰变域,与不同的区域的频谱的哈密顿量。对于线性系统和在中间时间的衰减服从幂律,在不相干的连续时间随机游走的情况下,在相应的指数衰减。为了区分相干和非相干机制,我们提出了一个实验方案的基础上冻结的里德堡气体结构的光偶极陷阱。

英文摘要:

In the quest for signatures of coherent transport we consider exciton trapping in the continuous-time quantum walk framework. The survival probability displays different decay domains, related to distinct regions of the spectrum of the Hamiltonian. For linear systems and at intermediate times the decay obeys a power-law, in contrast to the corresponding exponential decay found in incoherent continuous-time random walk situations. To differentiate between the coherent and incoherent mechanisms, we present an experimental protocol based on a frozen Rydberg gas structured by optical dipole traps.

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