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Logical gates on trapped modes in photonic crystals with nonlinear coating

机译:具有非线性涂层的光子晶体中陷阱模式的逻辑门

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摘要

We propose two principal schemes of all-optical adders and logical gates based on the dependence of electromagnetic spectra in photonic bandgap materials containing optically nonlinear layers on the light signal intensity. The photonic structure behavior with changing intensity is investigated for system consisting of periodical layered structure covered with optically nonlinear material. The theory of photonic band and local states dynamics is developed for linear 1D and 2D Si-SiO_2 and Ge-Se photonic crystals coated with the nonlinear doped glass. It is shown that the beam angular-frequency diagrams contain extremely sensitive areas inside the total reflection range, where the weak nonlinearity leads to dramatic change in light reflection and transmission. An overview of suitable nonlinear materials and PBG structures is made to evaluate logical device parameters for different frequencies of laser sources.
机译:我们基于包含光非线性层的光子带隙材料中的电磁光谱对光信号强度的依赖性,提出了全光加法器和逻辑门的两种主要方案。研究了由周期性分层结构覆盖光学非线性材料组成的系统随强度变化的光子结构行为。针对涂覆有非线性掺杂玻璃的线性一维和二维Si-SiO_2和Ge-Se光子晶体,建立了光子能带和局部态动力学理论。结果表明,光束角频率图在全反射范围内包含极其敏感的区域,其中弱的非线性会导致光反射和透射发生剧烈变化。概述了合适的非线性材料和PBG结构,以评估不同频率激光源的逻辑设备参数。

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