Jan 15, 2019 — where K(x,y) is the heat conductivity, and F(x,y) is a heat source term. By using a simple finite difference approximation, this single equation can ... The linear system is sparse, and can easily be solved directly in MATLAB. ... heated_plate, a MATLAB code which solves the steady state heat equation in a 2D ...
2d-heat-conduction-finite-difference-matlab
Heat diffusion equation of the form Ut=a(Uxx+Uyy) is solved numerically. ... This code employs finite difference scheme to solve 2-D heat equation. ... (https://www.mathworks.com/matlabcentral/fileexchange/42604-finite-difference-method-to- ... 939c2ea5af
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