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Quantum theory for spatial motion of polaritons in inhomogeneous fields

机译:非均匀场中极化子空间运动的量子理论

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Polaritons are the collective excitations of many atoms dressed by resonant photons, which can be used toexplain the slow light propagation with the mechanism of electromagnetically induced transparency. As qua-siparticles, these collective excitations possess the typical feature of the matter particles, which can be reflectedand deflected by the inhomogeneous medium in its spatial motion with some velocity. In this paper we developa quantum theory to systematically describe the spatial motion of polaritons in inhomogeneous magnetic andoptical fields. This theoretical approach treats these quasiparticles through an effective Schrodinger equationwith anisotropic dispersion that the longitudinal motion is similar to an ultrarelativistic motion of a "slow lightvelocity" while the transverse motion is of nonrelativity with certain effective mass. We find that, after passingthrough the EIT medium, the light ray bends due to the spatial-dependent profile of external field. Thisphenomenon explicitly demonstrates the exotic corpuscular and anisotropic property of polaritons.
机译:极化子是共振光子修饰的许多原子的集体激发,可以利用电磁感应的透明机制解释缓慢的光传播。这些准激发作为准粒子具有物质粒子的典型特征,可以由非均匀介质在其空间运动中以一定速度反射和偏转。在本文中,我们开发了一种量子理论来系统地描述极化子在非均匀磁场和光场中的空间运动。这种理论方法通过具有各向异性弥散的有效Schrodinger方程来处理这些准粒子,即纵向运动类似于“慢光速”的超相对论运动,而横向运动具有一定的有效质量则不具有相对论性。我们发现,通过EIT介质后,光线由于外部场的空间依赖性而弯曲。该现象明确表明了极化子的异质体和各向异性特性。

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