Backstepping Boundary Stabilization of Linearized 2D Hartman Flow
American Control Conference
New York, New York, July 11-13, 2007
Abstract |
We present a boundary control law that stabilizes the Hartman profile for low magnetic Reynolds numbers in an infinite magnetohydrodynamic (MHD) channel flow. The proposed control law achieves stability in the L2 norm of the linearized MHD equations, guaranteeing local stability for the fully nonlinear system.