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Parametric amplification of light waves at low-frequency pumping in aperiodic nonlinear photonic crystals

机译:非周期性非线性光子晶体中低频激励下光波的参数放大

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摘要

The process of nondegenerate optical parametric amplification in a low-frequency pump field that includes the traditional process of parametric amplification at high-frequency pumping and two up-conversion processes is investigated. Such coupled interactions can be simultaneously realized in an aperiodic nonlinear photonic crystal (ANPC) i.e., in a crystal with an aperiodic change of sign of the nonlinear wave coupling coefficient. ANPCs can be created by the method of superposition of nonlinearity modulations by three functions for each of which the quasi-phase-matching condition is met for one of the processes involved in the interaction. In addition to the results obtained from a direct numerical solution of the original coupled equations with spatially varying wave coupling coefficients, the results of their solution containing effective constant wave coupling coefficients are presented. An approach that allows the calculation of these coefficients to be simplified considerably has been developed. The two methods have been found to yield closely coincident results for the characteristics of the processes studied here. A LiNbO3 ANPC has been used as an example to calculate the tuning characteristics of the process, its dynamics, the frequency bands of parametric amplification, and the effect of a random deviation from the quasi-phase-matching conditions on the wave interaction efficiency.
机译:研究了低频泵浦场中非简并光学参量放大的过程,包括传统的高频泵浦参量放大过程和两个上变频过程。可以在非周期性非线性光子晶体(ANPC)中,即在具有非线性波耦合系数的符号的非周期性变化的晶体中,同时实现这种耦合相互作用。可以通过三个函数叠加非线性调制的方法来创建ANPC,对于每个函数,其中涉及的过程之一都满足准相位匹配条件。除了从具有空间变化的波耦合系数的原始耦合方程的直接数值解获得的结果之外,还给出了包含有效恒定波耦合系数的解的结果。已经开发出一种可以大大简化这些系数的计算的方法。对于这里研究的过程的特征,发现这两种方法可以产生非常一致的结果。以LiNbO3 ANPC为例,来计算过程的调谐特性,其动力学,参数放大的频带以及与准相位匹配条件的随机偏差对波相互作用效率的影响。

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