Periodic control laws for bilinear quantum systems with discrete spectrum
arXiv:1111.4550 · doi:10.1109/ACC.2012.6315436
Abstract
We provide bounds on the error between dynamics of an infinite dimensional bilinear Schrödinger equation and of its finite dimensional Galerkin approximations. Standard averaging methods are used on the finite dimensional approximations to obtain constructive controllability results. As an illustration, the methods are applied on a model of a 2D rotating molecule.
6 pages, submitted to ACC 2012