Feedback stabilization of a boundary layer equation, Part 2: nonhomogeneous state equations and numerical

The literature reveals four major uses of the BM concept: to map specific business sectors or industries and create taxonomies; to describe the

Here, as well as in the case of waves equation, our generalized Rellich relations obtained in [6] leads us to consider a particular feedback law, inspired by the case of scalar

In this work the global exponential stabilization of the two and three-dimensional Navier-Stokes equations in a bounded domain is studied around a given unstable equilibrium

fixed δ ∗ ) while the latter describes a temporal boundary layer flow (i.e.. These equations are associated with homogeneous boundary conditions at the wall and at the upper

Triggiani, An optimal control problem with unbounded control operator and unbounded observation operator where Algebraic Riccati Equation is satisfied as a Lyapunov equation,

The aim was to determine whether the oscillation motion of the separation bubble and the reflected shock is related to the turbulent aspect of inlet boundary layer or if it can

Abstract: We are interested in the optimal control problem of the heat equation where the quadratic cost functional involves a final observation and the control variable is a

After applying the Artstein transform to deal with the delay phenomenon, we design a feedback law based on the pole-shifting theorem to exponential stabilize the