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Radiation of acoustic and gravity waves and generation of boundary waves in a compressible stratified fluid from a time-varying bottom boundary

机译:从时变底边界的可压缩分层流体中的声学和重力波的辐射和产生边界波的产生

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Radiation of acoustic and gravity waves and excitation of boundary waves in a gravitationally stratified isothermal compressible inviscid fluid from a time-varying bottom boundary is investigated. Impedence Z, the ratio of the bottom vertical displacement and fluid pressure above it, is a function of frequency and horizontal wave number (ω, k) of the bottom boundary. The amplitude and phase of Z at the bottom boundary characterize the wavetype generated by the time-varying bottom boundary. Near the acoustic cut-off and the buoyancy frequencies, the amplitude of Z is reduced compared with the cases of the acoustic waves without gravity and incompressible gravity waves. In contract to pure acoustic or gravity wave, the phase of Z is continuous, but changes quickly alogn the regime boundary between the radiating waves and trapped waves in the (ω, k) coordinates, except the Lamb wave branch along which amplitude is zero and across which the phase jumps by π.
机译:研究了来自时变底界的引力分层等温可压缩型流体中的声学和重力波的辐射和波动的激发。 ImpEnce Z,底部垂直位移和上方的流体压力的比率是底部边界的频率和水平波数(ω,k)的函数。底部边界处的Z的幅度和相位表征了由时变底边界产生的波纹理。与声学截止和浮力频率附近,与没有重力的声波的情况相比,Z的幅度减小,而没有重力和不可压缩的重力波。在合同到纯声或重力波,Z的相位是连续的,但是改变快速alogn在辐射波之间的凸起波浪之间的条件边界,除了振幅为零的羊羔波分支之外,较大的λ沿(ω,k)坐标。阶段跳过π跳跃。

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