| Author |
Comment/Response |
NDSolve
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 07/13/04 6:37pm
I'm solving for the radial Schroedinger equation with spherically symmetric potentials and I'm using a looped NDSolve method along with some conditions in the StepMonitor to find the correct energy values and solve for the function. The code is adapted from another method that used the Runge-Kutta method manually, instead of NDSolve. I was wondering if this is even an efficient use of NDSolve, since the the two methods produce different normalization constants in l>0 states.
Attachment: schroe-solve_01.nb, URL: , |
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