This paper considers two types of boundary control problems for linear transport equations. The first one shows that solutions on a subdomain domain $ X can be controlled exactly from incoming conditions under appropriate convexity assumptions. is in contrast with the only approximate typically obtains elliptic equations by an application unique continuation property, property which we prove do...

We report on very recent work on the stabilization of the steady-state solutions to Navier-Stokes equations on an open bounded domain R C Rd, d = 2,3, by either interior, or else boundary control. More precisely, as to the interior case, we obtain that the steadystate solutions to Navier-Stokes equations on R C Rd, d = 2,3, with no-slip boundary conditions, are locally exponentially stabilizabl...

This paper aims to develop a boundary control solution for a single-link gantry robot manipulator with one axis of rotation. The control procedure is considered with link’s transverse vibrations while system undergoes rigid body nonlinear large rotation and translation. Initially, based on Hamilton principle, governing equations of hybrid motions as a set of partial differential equations...