Obtaining the steady state solution of the 1-D heat conduction equations using CN Method.

Version 1.10.0.0 (1.39 KB) by Sazzad
1-D heat equation is solved and contour plot is presented using Crank -Nicolson method
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Updated 12 Oct 2015

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We are interested in obtaining the steady state solution of the 1-D heat conduction equations using CN Method.
And boundary conditions are: T=300 K at x=0 and 0.3 m and T=100 K at all the other interior points.
α = 〖3*10〗^(-6) m-2s-1
. Here, t=30 minutes, ∆x=0.015m and ∆t=20 sec

Cite As

Sazzad (2024). Obtaining the steady state solution of the 1-D heat conduction equations using CN Method. (https://www.mathworks.com/matlabcentral/fileexchange/53485-obtaining-the-steady-state-solution-of-the-1-d-heat-conduction-equations-using-cn-method), MATLAB Central File Exchange. Retrieved .

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Version Published Release Notes
1.10.0.0