This code solves the 2D steady state heat equation, in an unit square domain: 0 < x < 1, 0 < y < 1. Boundary condition: T(0, y) = T(1, y) = 0, dT/dy(in y=0) = 0, T(x, 1) = sin(pi*x)
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Larissa-Rocha/2D-steady-state-heat-equation
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A numeric solution for the steady-state heat equation using different methods.
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