| 2015-05-31 12:59:01 |
Alex Valavanis |
description |
The nonparabolic Schroedinger equation can be found using a matrix method, in which the energy is found iteratively by minimising:
det[E I - H(E)] = 0
Although this will rely on a bisection search (and hence requires energy spacing to be specified!), it will probably be faster than the "matrix-full-nonparabolic" solver and more accurate than the "matrix-taylor-nonparabolic" solver |
The nonparabolic Schroedinger equation can be found using a matrix method, in which the energy is found iteratively by minimising:
det[E I - H(E)] = 0
Although this will rely on a bisection search (and hence requires energy spacing to be specified!), it will probably be faster than the "matrix-full-nonparabolic" solver and more accurate than the "matrix-taylor-nonparabolic" or "shooting-nonparabolic" solvers. |
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