Floquet higher-order exceptional points and dynamics in PT-symmetric quadrimer waveguides

Floquet higher-order exceptional points and dynamics in PT-symmetric quadrimer waveguides
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PT 对称四聚体波导中的 Floquet 高阶异常点和动力学

DOI:
10.1140/epjd/e2020-10021-0
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发表时间:
2020-06
影响因子:
1.8
通讯作者:
Deng Haiming
Deng Haiming
中科院分区:
物理与天体物理4区
文献类型:
--
作者:
Jia Jun;Zhu Bo;Ye Fuqiu;Zhong Honghua;Deng Haiming

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摘要研究了周期调制对PT对称四聚体波导系统PT对称性恢复、高阶例外点(EPs)和动力学的影响。理论分析和数值计算表明,周期调制不仅可以恢复PT对称性,而且可以通过调节调制幅度来操纵PT对称性。此外,我们发现可以出现多个EPs,并且随着调制幅度的变化,这些EPs可能会发生碰撞和合并,从而导致更高阶的Floquite奇点。通过定义平均相对光强分布,我们探索了这些EPs附近的动力学特性。结果表明,通过周期调制和适当选择增益/损耗参数,可以控制光四聚体光波导的光隧道方向。
AbstractWe investigate the effect of periodic modulation on PT-symmetry recovery, higher-order exceptional points (EPs) and dynamics for a periodically modulated PT-symmetric quadrimer waveguide system. It is analytically and numerically revealed that the periodic modulation not only can restore the broken PT symmetry, but also can manipulate the PT symmetry by tuning modulation amplitude. Furthermore, we found that multiple EPs can emerge, and as the modulation amplitude vary, these EPs can collide and merge, leading to higher-order Floquet singularities. By defining average relative light intensity distribution, we explore the dynamical characteristics nearby these EPs. It is found that we can control the light tunneling direction of optical quadrimer waveguide via periodic modulation and proper choice of gain/loss parameters.Graphical abstract
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影响因子: 8.6
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