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arXiv 1210.2153cond-mat.mes-hallquant-ph
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三角晶格中Dirac点附近的激子-极化激元凝聚

Exciton-polariton condensates near the Dirac point in a triangular lattice

Na Young Kim, Kenichiro Kusudo, Andreas Loeffler, Sven Hoefling, Alfred Forchel, Yoshihisa Yamamoto

摘要:

狄拉克粒子是无质量的相对论性实体,服从线性能量色散,在粒子物理学中具有重要意义。最近在包括石墨烯和拓扑绝缘体在内的凝聚态系统中发现了狄拉克费米子,这引起了人们对固态材料中与狄拉克物理相关的相对论性质的极大兴趣。此外,有刺激性的研究活动,工程狄拉克粒子逃避其物理性质在可控的设置。其中一个成功的平台是超冷原子-光晶格系统,它的动力学可以在干净的环境中操纵。微腔激子-极化激元-晶格系统提供了一种替代途径,其优点是在非平衡条件下形成高轨道凝聚,这使得能够在二维中探索新的量子轨道顺序。在这里,我们直接映射的线性色散附近的狄拉克点,顶点的第一个六边形布里渊区从激子极化激元凝聚被困在一个三角形晶格。相关的速度值约为0.9 - 2*10^8 cm/s,这与理论估计值1*10^8 cm/s(晶格常数为2 μ m)一致。我们认为,晶格中的激子-极化激元凝聚体是一个很有前途的固态平台,可以在实空间和动量空间中获得系统的序参量。我们进一步探索独特的现象,揭示量子玻色性质,如超流性和独特的功能类似于量子霍尔效应有关的时间反演对称性。

英文摘要:

Dirac particles, massless relativistic entities, obey linear energy dispersions and hold important implication in particle physics. Recent discovery of Dirac fermions in condensed matter systems including graphene and topological insulators raises great interests to explore relativistic properties associated with Dirac physics in solid-state materials. In addition, there are stimulating research activities to engineer Dirac paricles to eludicte their physical properties in a controllable setting. One of the successful platforms is the ultracold atom-optical lattice system, whose dynamics can be manipulated in a clean environment. A microcavity exciton-polariton-lattice system provides an alternative route with an advantage of forming high-orbital condensation in non-equilibrium conditions, which enables to explore novel quantum orbital order in two dimensions. Here we directly map the liner dispersions near the Dirac points, the vertices of the first hexagonal Brillouin zone from exciton-polariton condensates trapped in a triangular lattice. The associated velocity values are ~ 0.9 - 2*10^8 cm/s, which are consistent with the theoretical estimate 1*10^8 cm/s with a 2 μm-lattice constant. We envision that the exciton-polariton condensates in lattices would be a promising solid-state platform, where the system order parameter can be accesses in both real and momentum spaces. We furthermore explore unique phenomena revealing quantum bose nature such as superfluidity and distinct features analogous to quantum Hall effect pertinent to time-reversal symmetry.

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