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- Hough_function abstract "In applied mathematics, the Hough functions are the eigenfunctions of Laplace's tidal equations which govern fluid motion on a rotating sphere. As such, they are relevant in geophysics and meteorology where they form part of the solutions for atmospheric and ocean waves.Each Hough mode is a function of latitude and may be expressed as an infinite sum of associated Legendre polynomials; the functions are orthogonal over the sphere in the continuous case. Thus they can also be thought of as a generalized Fourier series in which the basis functions are the normal modes of an atmosphere at rest.".
- Hough_function wikiPageExternalLink Waves_and_Convection031.pdf.
- Hough_function wikiPageID "1094615".
- Hough_function wikiPageRevisionID "543868509".
- Hough_function hasPhotoCollection Hough_function.
- Hough_function subject Category:Atmospheric_dynamics.
- Hough_function subject Category:Fluid_mechanics.
- Hough_function subject Category:Physical_oceanography.
- Hough_function subject Category:Special_functions.
- Hough_function type Abstraction100002137.
- Hough_function type Function113783816.
- Hough_function type MathematicalRelation113783581.
- Hough_function type Relation100031921.
- Hough_function type SpecialFunctions.
- Hough_function comment "In applied mathematics, the Hough functions are the eigenfunctions of Laplace's tidal equations which govern fluid motion on a rotating sphere. As such, they are relevant in geophysics and meteorology where they form part of the solutions for atmospheric and ocean waves.Each Hough mode is a function of latitude and may be expressed as an infinite sum of associated Legendre polynomials; the functions are orthogonal over the sphere in the continuous case.".
- Hough_function label "Hough function".
- Hough_function sameAs m.045hrc.
- Hough_function sameAs Q5912882.
- Hough_function sameAs Q5912882.
- Hough_function sameAs Hough_function.
- Hough_function wasDerivedFrom Hough_function?oldid=543868509.
- Hough_function isPrimaryTopicOf Hough_function.