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arXiv 1202.2649cond-mat.mes-hallcond-mat.quant-gasquant-ph
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微波腔中的谐振可调谐Majorana极化子

Resonantly Tunable Majorana Polariton in a Microwave Cavity

Mircea Trif, Yaroslav Tserkovnyak

摘要:

本文研究了微波谐振腔中一维Kitaev链的频谱。在非共振区,腔的频率偏移可以用来识别耦合系统的拓扑相变。在谐振状态下,系统的拓扑结构可以通过微波腔的占用来控制,而且,对于大量的光子(经典极限),物理学变得类似于磁驱动系统(Floquet绝缘体)。我们还数值分析了有限链,并显示存在的退化子空间的存在下,可以解释为一个\textit{Majorana polariton}的腔。

英文摘要:

We study the spectrum of a one-dimensional Kitaev chain placed in a microwave cavity. In the off-resonant regime, the frequency shift of the cavity can be used to identify the topological phase transition of the coupled system. In the resonant regime, the topology of the system can be controlled via the microwave cavity occupation and, moreover, for a large number of photons (classical limit), the physics becomes similar to that of periodically-driven systems (Floquet insulators). We also analyze numerically a finite chain and show the existence of a degenerate subspace in the presence of the cavity that can be interpreted as a \textit{Majorana polariton}.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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