Physics – Computational Physics
Scientific paper
2002-06-04
Physics
Computational Physics
21 pages, 4 figures, in 1 pdf file
Scientific paper
A matrix inverse free method to solve time-dependent Schrodinger equation is presented. The method is not subject to form of Hamiltonian and adopting real space grid system such as structured and unstructured grid, and achieves the order N algorithm even if we adopt unstructured grid systems to adjust complex regions. We have demonstrated some error evaluation problems that have exact solution and application in which it has non-Schrodinger type Hamiltonian, and we have successfully simulated the time-evolution of wave function for all of the case.
Kikuchi Akihito
Watanabe Katsuhiro
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