Exact Neumann boundary controllability for second order hyperbolic equations
Volume 76 / 1998
Colloquium Mathematicum 76 (1998), 117-142
DOI: 10.4064/cm-76-1-117-142
Abstract
Using HUM, we study the problem of exact controllability with Neumann boundary conditions for second order hyperbolic equations. We prove that these systems are exactly controllable for all initial states in $L^2({\mit\Omega})\times (H^1({\mit\Omega}))'$ and we derive estimates for the control time T.
