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Enhanced Sensitivity in PT-Symmetric Coupled Resonators

机译:PT对称耦合谐振器的增强灵敏度

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In recent years, the concept of parity-time (PT) symmetry has received considerable attention in the field of optics and photonics. In PT-symmetric arrangements, the interaction between gain/loss-contrast and coupling leads to the formation of exceptional points in parameter space. At these junctures, not only the eigenvalues but also the eigenvectors tend to merge, resulting in a sudden reduction of the dimensionality of the eigen-space. Consequently, in the vicinity of such points, the eigenfrequencies are strongly affected by external perturbations-as the system regains its original dimensionality. This unique behavior can be utilized to fundamentally enhance the sensitivity of micro-resonators. Here, we experimentally investigate this effect in integrated semiconductor PT-symmetric microring lasers that are biased at exceptional points. Using this arrangement, we demonstrate >10-fold enhancement in sensitivity. Our results also show that unlike standard microcavities, the parity-time symmetric system responds to the square-root of the perturbation. Our work provides a new avenue for enhancing the sensitivity of optical integrated sensors.
机译:近年来,奇偶时间(PT)对称性的概念在光学和光子学领域受到了广泛的关注。在PT对称布置中,增益/损耗对比度与耦合之间的相互作用导致参数空间中异常点的形成。在这些关头,不仅特征值而且特征向量趋于合并,从而导致特征空间维数突然减小。因此,在这些点附近,特征频率会受到外部干扰的强烈影响,因为系统会恢复其原始尺寸。可以利用这种独特的行为从根本上增强微谐振器的灵敏度。在这里,我们实验性地研究了偏置在特殊点的集成半导体PT对称微环激光器中的这种影响。使用这种安排,我们证明了灵敏度提高了10倍以上。我们的结果还表明,与标准微腔不同,奇偶时间对称系统响应微扰的平方根。我们的工作为增强光学集成传感器的灵敏度提供了新途径。

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