As described in Sec. PT3.1.2, linear algebraic equations can arise in the solution of differential equations. For
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Where c = concentration, t=time, x=distance, D=diffusion coefficient, U=fluid velocity, and k=a first-order decay rate. Convert this differential equation to an equivalent system of simultaneous algebraic equations. Given D=2, U=1, k=0.2, c(0)=80 and c(10)=20, solve these equations from x=0 to 10 with (x=2, and develop a plot of concentration versus distance?
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Related Book For
Numerical Methods for Engineers
ISBN: 978-9352602131
7th edition
Authors: Steven C. Chapra, Raymond P. Canale
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