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  1. CHCl3

    Finite Difference Method - 1D Conduction

    Heat conduction on a insulated rod with the ends at constant temperatures of T0=100 and T10=500 degC. L=0.5m delX=0.05 Governing Equation: d/dx(k dT/dx)=0 Analytical Solution: T=800x + 100 k(d2T/dx2)=0 Central Difference: d2T/x2=((T,i-1)-2(T,i)+(T,i+1))/delX^2 So for i=1 on k(d2T/dx2)=0...

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