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Controllable structuring of exciton-polariton condensates in cylindrical pillar microcavities

机译:圆柱形激子中激子 - 极化子凝聚体的可控结构   柱状微腔

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摘要

We observe condensation of exciton polaritons in quantum states composed ofconcentric rings when exciting cylindrical pillar GaAs/AlGaAs microcavitiesnon-resonantly by a focused laser beam normally incident at the center of thepillar. The number of rings depends on the pumping intensity and the pillarsize, and may achieve 5 in the pillar of 40 mkm diameter. Breaking the axialsymmetry when moving the excitation spot away from the pillar center leads totransformation of the rings into a number of bright lobes corresponding toquantum states with nonzero angular momenta. The number of lobes, their shapeand location are dependent on the spot position. We describe theout-of-equilibrium condensation of polaritons in the states with differentprincipal quantum numbers and angular momenta with a formalism based onBoltzmann-Gross-Pitaevskii equations accounting for repulsion of polaritonsfrom the exciton reservoir formed at the excitation spot and their spatialconfinement by the pillar boundary.
机译:我们观察到激子极化子在同心环组成的量子态中的凝聚,这是通过通常入射在柱中心的聚焦激光束非共振地激发圆柱状柱GaAs / AlGaAs微腔而引起的。环的数量取决于泵送强度和支柱的大小,并且在40 mkm直径的支柱中可以达到5个。当将激发点移离柱中心时破坏轴向对称性会导致将环转换为多个明亮的波瓣,这些波瓣对应于具有非零角动量的量子状态。裂片的数量,其形状和位置取决于斑点的位置。我们基于Boltzmann-Gross-Pitaevskii方程,用形式主义描述了在具有不同主量子数和角动量的状态下,极化子的非平衡缩合,该方程解释了极化子从激发点处形成的激子储层的排斥以及它们在柱边界处的空间限制。

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