Solution of the Time-Dependent Schrödinger Equation by the Laplace Transform Method

AUTOR(ES)

Lin, S. H.

RESUMO

The time-dependent Schrödinger equation for two quite general types of perturbation has been solved by introducing the Laplace transforms to eliminate the time variable. The resulting time-independent differential equation can then be solved by the perturbation method, the variation method, the variation-perturbation method, and other methods.

Documentos Relacionados

• The time-dependent Schrödinger equation: the need for the Hamiltonian to be self-adjoint
• Time-dependent interventions
• TIME-DEPENDENT PRINCIPLES OF INVARIANCE*
• ON A NEW COMPUTATIONAL SOLUTION OF TIME-DEPENDENT TRANSPORT PROCESSES, I. ONE-DIMENSIONAL CASE
• Control of time-dependent biological processes by temporally patterned input