### Some articles on *spheroidal, oblate spheroidal*:

Spheroidal Wave Function

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**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 ... They are called**oblate spheroidal**wave functions if**oblate spheroidal**coordinates are used and prolate**spheroidal**wave functions if prolate ... 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 ...**Oblate Spheroidal**Coordinates - Definition (σ, τ, φ) - Scale Factors

... The scale factors for the alternative

**oblate spheroidal**coordinates are whereas the azimuthal scale factor is ... equation may be solved by the method of separation of variables to yield solutions in the form of

**oblate spheroidal**harmonics, which are convenient to use when boundary conditions are defined on a ...

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