Modulationally stable propagation in periodic quadratically nonlinear slab waveguides

机译：周期二次非线性平板波导中的调制稳定传播

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We investigate modulational stability in slab waveguides with periodic, quadratic nonlinearity. An averaged theory predicts a region of stability, but exact, Floquet calculations, confirmed by numerical propagation, allow stability only according to an experimental definition.

机译：我们研究具有周期性，二次非线性的平板波导中的调制稳定性。平均理论预测了稳定区域，但是通过数值传播证实的精确的Floquet计算仅根据实验定义才允许稳定。

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《Nonlinear Guided Waves and Their Applications》|2001年|p.179-181|共3页
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J. F. Corney; O. Bang;
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中图分类物理学;
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4. Modulationally stable propagation in periodic quadratically nonlinear slab waveguides [C] . J. F. Corney, O. Bang Conference on nonlinear guided waves and their applications . 2001

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5. Nonlinear dynamics and chaos of rays in quadratic index waveguides with periodic axial perturbation. [D] . Asadi-Zeydabadi, Masoud. 2004

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6. Ultra-fast pulse propagation in nonlinear graphene/silicon ridge waveguide [O] . Ken Liu, Jian Fa Zhang, Wei Xu, -1

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7. Plane waves in periodic, quadratically nonlinear slab waveguides: stability and exact Fourier structure [O] . Corney, Joel Frederick, Bang, Ole 2002

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8. Nonlinear Acoustics: Propagation in a Periodic Waveguide, Scattering of Sound bySound, Propagation through a Three-Layer Fluid, and Nonlinearity Parameters of Sea Water [R] . Blackstock, D. T. 1991

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Modulationally stable propagation in periodic quadratically nonlinear slab waveguides

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