Optical superlattice optimization structure setting method aiming at coupling nonlinear optical course
An optical superlattice and nonlinear optics technology, applied in nonlinear optics, optics, instruments, etc., can solve the problems of not considering the coupling effect between harmonics, not the optimal structure of coupling nonlinear process, etc.
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[0036] The present invention will be further described in detail below in conjunction with the accompanying drawings and specific embodiments.
[0037] In a nutshell, the main idea of conventional optical superlattice structures is to provide one or more reciprocal lattice vectors to compensate for the wavevector mismatch in nonlinear processes, and to make the Fourier coefficients corresponding to the reciprocal lattice vectors as large as possible. But for the coupled parametric process, due to the coupling between the harmonics, there is no simple correspondence between the harmonic conversion efficiency and the overall reciprocal vector Fourier coefficient of the superlattice structure. For example, for a coupled triple frequency process, when the reciprocal lattice space is non-uniformly distributed, the overall nonlinear conversion efficiency of the third harmonic is not simply proportional to the product of the effective nonlinear coefficients of the two sub-processes....
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