Chapter 5 gives some indications on the possible applications of boundary layers in singular perturbations and how one can use these layers for simplifying the problem.
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Chapter 6 gives a short summary of some numerical techniques; one has to consider this brief review as a very preliminary report, since much work is now under way in a number of places. Sign in Help View Cart. Manage this Book. Add to my favorites.
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RSS Feeds. Title Information. Buy the Print Edition. Padova 31 , North-Holland, Amsterdam, Girault and P. Springer, Berlin, Academic, Boston, MR Gunzburger , L. Hou , Treating inhomogeneous essential boundary conditions in finite element methods.
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SIAM J. Hou and T. Svobodny , Boundary velocity control of incompressible flow with an application to viscous drag reduction.
Some Aspects of the Optimal Control of Distributed Parameter Systems
Svobodny , Analysis and finite element approximation of optimal control problems for the stationary Navier-Stokes equations with distributed and Neumann controls. Hou , Analysis and finite element approximation of some optimal control problems associated with the Navier-Stokes equations. Thesis, Carnegie Mellon University, Pittsburgh, SIAM, Philadelphia, Schecter , Principles of Functional Analysis.
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Voigt , Springer, New York, , Brezzi , J. Rappaz and P. Raviart , Finite-dimensional approximation of nonlinear problem. Part I : branches of nonsingular solutions. Cattabriga , SU un problema al contorno relativo al sistema di equazioni di Stokes. Padova 31 , North-Holland, Amsterdam, Girault and P. Springer, Berlin, Academic, Boston, MR Gunzburger , L. Hou , Treating inhomogeneous essential boundary conditions in finite element methods.
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