We consider the optimal control problem for a mathematical model describing steady flows of a nonlinear-viscous incompressible\nfluid in a bounded three-dimensional (or a two-dimensional) domain with impermeable solid walls. The control parameter is the\nsurface force at a given part of the flow domain boundary. For a given bounded set of admissible controls, we construct generalized\n(weak) solutions that minimize a given cost functional.
Loading....