The geometry of a twodimensional potential problem is defined in polar coordinates by the surfaces ? =
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The geometry of a twodimensional potential problem is defined in polar coordinates by the surfaces ? = 0, ? = ?, and ?? = a, as indicated in the sketch.
Using separation of variables in polar coordinates, show that the Green function can be written as
Problem 2.25 may be of use.
Transcribed Image Text:
22 B DO G(ρ, Φ; ρʹ, φ') = Σ JE m 1 m επιβι mm/B ΑΡΕΠΙΒ P ο Σκιπίβ a sin mad B sin niπφ' β
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