- #1
izh-21251
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Hi!
My problem is connected with solving 3-dimentional Schrodinger equation for descrete spectrum.
I need to consider arbitrary 3D-potential and find characteristics of boundary levels, produced by this potential (energy levels, quantum numbers...)
All I found over the internet were algorithms only for a one-dimentional (cartesian or spherical) problem.
If anyone knows anything about methods for numerical solving 3D stationary Schrodinger for arbitrary potential, I will be most obliged!
Thanks in advance!
Ivan
My problem is connected with solving 3-dimentional Schrodinger equation for descrete spectrum.
I need to consider arbitrary 3D-potential and find characteristics of boundary levels, produced by this potential (energy levels, quantum numbers...)
All I found over the internet were algorithms only for a one-dimentional (cartesian or spherical) problem.
If anyone knows anything about methods for numerical solving 3D stationary Schrodinger for arbitrary potential, I will be most obliged!
Thanks in advance!
Ivan