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A general theory of two-wave mixing in nonlinear media

机译:非线性介质中两波混合的一般理论

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A general theory of two-wave mixing (TWM) in nonlinear media is presented. Assuming a gain (or absorption) grating and a refractive index grating are generated because of the nonlinear process in a nonlinear medium, the coupled-wave equations of TWM are derived based on Maxwell's wave equation. The coupled-wave equations can be decoupled as coupled equations for the intensity and coupled equations for the phase of both beams, and these two sets of coupled equations can be solved analytically by using average total intensity in the medium instead of using the total intensity. Compared with the previous theory of TWM, the theory presented here is more general, and the applications of the theory to photorefractive materials, Kerr media, and semiconductor broad-area amplifiers are described.
机译:提出了非线性介质中的两波混合(TWM)的一般理论。假设由于非线性介质中的非线性过程而产生了增益(或吸收)光栅和折射率光栅,则基于麦克斯韦的波动方程推导了TWM的耦合波方程。可以将耦合波方程解耦为两个光束的强度耦合方程和两个光束相位的耦合方程,并且可以通过使用介质中的平均总强度而不是总强度来解析求解这两组耦合方程。与TWM的先前理论相比,此处介绍的理论更为笼统,并描述了该理论在光折变材料,Kerr介质和半导体广域放大器中的应用。

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