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- Spheroidal_wave_function abstract "Spheroidal wave functions are solutions of the Helmholtz equation that are found by writing the equation in spheroidal coordinates and applying the technique of separation of variables, just like the use of spherical coordinates lead to spherical harmonics. They are called oblate spheroidal wave functions if oblate spheroidal coordinates are used and prolate spheroidal wave functions if prolate spheroidal coordinates are used.If instead of the Helmholtz equation, the Laplace equation is solved in spheroidal coordinates using the method of separation of variables, the spheroidal wave functions reduce to the spheroidal harmonics. With oblate spheroidal coordinates, the solutions are called oblate harmonics and with prolate spheroidal coordinates, prolate harmonics. Both type of spheroidal harmonicsare expressible in terms of Legendre functions.".
- Spheroidal_wave_function wikiPageID "16801419".
- Spheroidal_wave_function wikiPageLength "1796".
- Spheroidal_wave_function wikiPageOutDegree "14".
- Spheroidal_wave_function wikiPageRevisionID "599030596".
- Spheroidal_wave_function wikiPageWikiLink Category:Partial_differential_equations.
- Spheroidal_wave_function wikiPageWikiLink Category:Special_functions.
- Spheroidal_wave_function wikiPageWikiLink Helmholtz_equation.
- Spheroidal_wave_function wikiPageWikiLink Laplaces_equation.
- Spheroidal_wave_function wikiPageWikiLink Legendre_function.
- Spheroidal_wave_function wikiPageWikiLink Oblate_spheroidal_coordinates.
- Spheroidal_wave_function wikiPageWikiLink Oblate_spheroidal_wave_function.
- Spheroidal_wave_function wikiPageWikiLink Prolate_spheroidal_coordinates.
- Spheroidal_wave_function wikiPageWikiLink Prolate_spheroidal_wave_function.
- Spheroidal_wave_function wikiPageWikiLink Separation_of_variables.
- Spheroidal_wave_function wikiPageWikiLink Spherical_coordinate_system.
- Spheroidal_wave_function wikiPageWikiLink Spherical_harmonics.
- Spheroidal_wave_function first "H.".
- Spheroidal_wave_function id "30".
- Spheroidal_wave_function last "Volkmer".
- Spheroidal_wave_function wikiPageUsesTemplate Template:Dlmf.
- Spheroidal_wave_function wikiPageUsesTemplate Template:Mathapplied-stub.
- Spheroidal_wave_function wikiPageUsesTemplate Template:Reflist.
- Spheroidal_wave_function subject Category:Partial_differential_equations.
- Spheroidal_wave_function subject Category:Special_functions.
- Spheroidal_wave_function hypernym Solutions.
- Spheroidal_wave_function type Company.
- Spheroidal_wave_function type Type.
- Spheroidal_wave_function type Combinatoric.
- Spheroidal_wave_function type Function.
- Spheroidal_wave_function type Type.
- Spheroidal_wave_function comment "Spheroidal wave functions are solutions of the Helmholtz equation that are found by writing the equation in spheroidal coordinates and applying the technique of separation of variables, just like the use of spherical coordinates lead to spherical harmonics.".
- Spheroidal_wave_function label "Spheroidal wave function".
- Spheroidal_wave_function sameAs Q7576728.
- Spheroidal_wave_function sameAs m.0406nqz.
- Spheroidal_wave_function sameAs Q7576728.
- Spheroidal_wave_function wasDerivedFrom Spheroidal_wave_function?oldid=599030596.
- Spheroidal_wave_function isPrimaryTopicOf Spheroidal_wave_function.