A shape design problem for stationary, viscous, incompressible, two-dimensional channel flows is considered. The shape of part of the boundary is determined so that the viscous drag is minimized. The adjoint equation method is used to derive an optimality system and the shape gradient of the design functional.
Shape design of channel flows for steady, incompressible flows / Gunzburger, MD; Kim, HC; Manservisi, S. - STAMPA. - (2000), pp. 4473-4478. (Intervento presentato al convegno IEEE CONFERENCE ON DECISION & CONTROL tenutosi a NeyYork USA nel 2000).
Shape design of channel flows for steady, incompressible flows
Manservisi, S
2000
Abstract
A shape design problem for stationary, viscous, incompressible, two-dimensional channel flows is considered. The shape of part of the boundary is determined so that the viscous drag is minimized. The adjoint equation method is used to derive an optimality system and the shape gradient of the design functional.File in questo prodotto:
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