num3n
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I am not quite sure of your parameters. As far as I can make out your equation is [itex]h''+\frac{1}{r}h'=0[/itex]. Now I wonder: Is r a constant? If so, just integrate and get [itex]h'+\frac{1}{r}h=C[/itex] (C is a constant) and from there [itex]h(x) = C_{2}+C\cdot x + C_{1}e^{\frac{-x}{r}}[/itex]. Nom determine the constants to fit your constraints.num3n said:can solve this Example By Simulation With matlab