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Reciprocal-Space Engineering of Quasi-Bound States in the Continuum in Photonic Crystal Slabs for High-Q Microcavities

机译:高Q微覆盖光子晶体板连续函数的准界态的互核空间工程

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The bound states in the continuum (BICs) in photonic crystal (PhC) slabs presume infinite periodicity in the in-plane direction. Thus, a large number of unit cells are typically required to implement the BICs with a high quality (Q) factor. Here, we report on a method to engineer the reciprocal-space properties of BICs, which enables to keep the effect of the BIC phenomenon strong even for a microcavity of a few unit cells. For example, based on this method, a 3D microcavity of 4 unit cells can attain a Q factor of 18k. This allows for various BIC studies in a very compact platform, as well as novel functionalities for many important applications.
机译:在光子晶体(PHC)板中的连续体(BIC)中的绑定状态假设在面内方向上的无限周期。因此,通常需要大量单位单元来实现具有高质量(Q)因子的BIC。在这里,我们报告了一种用于工程师的方法,即使对于几个单元电池的微腔即使也能够保持BIC现象强的效果。例如,基于该方法,4个单元电池的3D微腔可以获得18K的Q因子。这允许在非常紧凑的平台中进行各种BIC研究,以及许多重要应用的新功能。

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