Место издания:V.A.Steklov Mathematical Institute St. Petersburg, Russia
Первая страница:8
Аннотация:We consider the feedback stabilization problem for the Navier-Stokes
equations defined in a bounded domain D. Control via a forcing term (both
distributed and impulsive) supported in a subdomain of D, via the initial
condition, (start control) and via boundary condition are studied, and relationships
between these different kinds of control are presented. The precise meaning
of "feedback control"for different kinds of control is discussed, and a feedback
map providing control via the state variable is constructed for start, impulsive,
and distributed controls. The case of boundary feedback control is also discussed.