Solution of Poisson Partial Differential Equation Using Green's Function
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Abstract
Obtaining a solution of the Poisson partial differential equation using Green’s function represents an analytic method for determining the solution for the defined boundary value problems. In this paper the theoretical basis for the Green’s function has been elaborated for the Poisson partial differential equation which is defined in domain D with boundary values on boundary C. The solution for the Poisson partial differential equation for the Dirichlet problem with two examples is shown.
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