The dynamical Lame system: regularity of solutions,
 boundary controllability and boundary data continuation

M. I. Belishev; I. Lasiecka

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Displaying similar documents to “The dynamical Lame system: regularity of solutions, boundary controllability and boundary data continuation”

Controllablity of a quantum particle in a 1D variable domain

Karine Beauchard (2010)

ESAIM: Control, Optimisation and Calculus of Variations

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We consider a quantum particle in a 1D infinite square potential well with variable length. It is a nonlinear control system in which the state is the wave function of the particle and the control is the length of the potential well. We prove the following controllability result : given $φ_{0}$ close enough to an eigenstate corresponding to the length and $φ_{f}$ close enough to another eigenstate corresponding to the length , there exists a continuous function $l : [0, T] \to ℝ_{+}^{*}$ with , such that and , and...