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11 Jun 2020
Laplace's Equation Let and let
(a) Show that .
(b) Show that .
(c) Show that .
(d) The Laplacian is the differential operator
and Laplace’s equation is
Any function that satisfies this equation is called harmonic. Show that the function is harmonic.
Laplace's Equation Let and let
(a) Show that .
(b) Show that .
(c) Show that .
(d) The Laplacian is the differential operator
and Laplace’s equation is
Any function that satisfies this equation is called harmonic. Show that the function is harmonic.
Joram GuingguingLv10
16 Aug 2020