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On sound propagation in a shallow-water acoustical waveguide with variable bottom slope

机译:底部倾角可变的浅水声波导中的声传播

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The problem of sound propagation in a shallow sea with variable bottom slope is considered. The sound pressure field produced by a time-harmonic point source in such an inhomogeneous 3D waveguide is presented in the form of modal expansion. The equations for the modal amplitudes are uncoupled under the adiabaticity assumption. The mode parabolic equation theory is used to obtain an approximation for the amplitudes in the far field.
机译:考虑了在具有可变的底部坡度的浅海中的声音传播问题。在这种不均匀的3D波导中,由时谐点源产生的声压场以模态展开的形式表示。在绝热假设下,模态振幅的方程解耦。模抛物线方程理论用于获得远场中振幅的近似值。

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