We study optimal control problems of systems describing the flow of incompressible shear-thickening fluids. We prove existence of solutions and derive ...
Introduction. This paper deals with the mathematical analysis of an optimal control problem associated with a viscous, incompressible fluid.
We study optimal control problems of systems describing the flow of incompressible shear-thickening fluids. We prove existence of solutions and derive ...
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May 2, 2013 · We study optimal control problems of systems describing the flow of incompressible shear-thickening fluids. We prove existence of solutions ...
We study optimal control problems of systems describing the flow of incompressible shear-thickening fluids. We prove existence of solutions and derive necessary ...
We study optimal control problems of systems describing the flow of incompressible shear-thinning fluids. Taking advantage of regularity properties of the flows ...
In this paper, we prove boundary partial regularity result for weak solutions to systems describing stationary shear thickening flows in 3D smooth domains. We ...
Abstract. This paper focuses on the analysis of an optimal control problem governed by a nonsmooth quasilinear partial differential equation that models a ...
We study optimal control problems of systems describing the flow of incompressible shear-thinning fluids. Taking advantage of regularity properties of the flows ...
This study investigates the numerical solutions of optimal control problems constrained by the partial differential equations (PDEs) of laminar fluid flows ...