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Non-linear dynamics of semi-transparent equatorial waveguide

机译:半透明赤道波导的非线性动力学

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The equatorial waveguide in the vicinity of the Earth equator in the ocean and atmosphere is a semi-transparent one since the systems contain both the wave modes trapped in this waveguide and the free modes freely propagating across the equator. Non-linear interactions between the trapped and free Rossby waves are studied using two-layer model of the ocean, or the atmosphere. It is shown that the free wave can resonantly excite a pair of the trapped ones with amplitudes much greater than its proper amplitude. In turn, the interaction between the excited trapped modes results in a non-linear scattering of the free wave on the wave guide. The envelopes of the baroclinic waves obey Ginzburg-Landau type equations and exhibit non-linear saturation and formation of characteristic "domain wall" and "dark soliton" defects.
机译:海洋和大气中地球赤道附近的赤道波导是半透明的,因为系统既包含捕获在该波导中的波模,又包含自由传播穿过赤道的自由模。使用海洋或大气层的两层模型研究了捕获的波和自由罗斯比波之间的非线性相互作用。结果表明,自由波可以共振地激发一对陷波,其幅度远大于其适当的幅度。继而,激发的俘获模之间的相互作用导致自由波在波导上的非线性散射。斜压波的包络服从Ginzburg-Landau型方程,表现出非线性饱和和特征性“畴壁”和“暗孤子”缺陷的形成。

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