K. I. Iordanidis
Abstract
This paper describes how a numerical solution of Laplace's equation under Robbins boundary conditions over a unit square may be reached by using an A.D.I. scheme with various acceleration parameters, the determination of which is outlined, and comparisons among which are made.
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This paper describes how a numerical solution of Laplace's equation under Robbins boundary conditions over a unit square may be reached by using an A.D.I. scheme with various acceleration parameters, the determination of which is outlined, and comparisons among which are made.
Key concepts: Laplace's equation, Laplace transform, Boundary value problem, Mathematics, Mathematical analysis, Boundary values, Square (algebra), Green's function for the three-variable Laplace equation