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Showing 1 to 2 of 2 for “"Laplace's tidal equation"”.

  1. The propagation of planetary-scale waves into the upper atmosphere

    An equation governing the propagation of planetary scale waves in the earth's atmosphere is derived by scaling a generalized form of Laplace's tidal equation. Quasi-analytic solutions to the propagation equation are obtained for certain model atmospheres in terms of approximate Hough functions and …

    uiuc Repository record for The propagation of planetary-scale waves into the upper atmosphere (opens in a new tab)

  2. Observations and models of inertial waves in the deep ocean

    … function. Asymptotic eigensolutions of the Laplace's tidal equation are therefore derived and used as a set of expansion functions. The forcing is through a vertical velocity field specified at the top or bottom boundaries of the ocean. For white noise forcing, the horizontal velocity …

    woods-hole Repository record for Observations and models of inertial waves in the deep ocean (opens in a new tab)