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Wave dynamics of non-harmonic internal gravity wave in stratified ocean

机译:分层海洋中非谐波内部重力波的波动力学

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The uniform asymptotic form of the internal gravity waves field generated by a source moving above the smoothly varying bottom is constructed. The problem of reconstructing non-harmonic internal gravity wave packets generated by a source moving in a stratified ocean is considered. The solution is proposed in terms of wave modes, propagating independently at the adiabatic approximation, and described as a non-integral degree series of a small parameter characterizing the stratified medium. A specific form of the wave packets, which can be parameterized in terms of model functions (Airy functions), depends on a local behavior of the dispersion curves of individual wave mode. A modified space-time ray method was proposed, which belongs to the class of geometrical optics methods. The key point of the proposed technique is the possibility to derive the asymptotic representation of the solution in terms of a non-integral degree series of the some small parameter.
机译:构造了由在平滑变化的底部上方移动的源所产生的内部重力波场的一致渐近形式。考虑了重构由在分层海洋中移动的源所产生的非谐波内部重力波包的问题。该解决方案是根据波模提出的,以绝热近似独立传播,并描述为表征层状介质的小参数的非积分级数序列。可以根据模型函数(艾里函数)进行参数化的波包的一种特定形式,取决于各个波模的色散曲线的局部行为。提出了一种改进的时空射线法,属于几何光学方法。所提出的技术的重点是可以根据一些小参数的非整数级数来导出解的渐近表示。

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