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title:(3D AND Topology AND optimization AND of AND Stokes AND flow AND problems)

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Advanced
1 Conference paper

3D Topology optimization of Stokes flow problems

The present talk is concerned with the application of topology optimization to creeping flow problems in 3D. This research is driven by the fact that topology optimization has proven very successful as a tool in academic and industrial design problems. Success stories are reported from such diverse

Year: 2006

Language: English

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2 Book chapter

Topology optimization of 3D Stokes flow problems

Gersborg-Hansen, A.

Iii European Conference on Computational Mechanics — 2006, pp. 484-484

only. The motivation for considering topology optimization in 3D Stokes flow originates from micro fluidic systems. At small scales the Stokes equations are a reasonable mathematical model to use for the fluid behavior. Physically Stokes flow is an exotic inertia free flow, which in practice

Year: 2006

Language: English

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3 Conference paper

Topology optimization of 3D Stokes flow problems

only. The motivation for considering topology optimization in 3D Stokes flow originates from micro fluidic systems. At small scales the Stokes equations are a reasonable mathematical model to use for the fluid behavior. Physically Stokes flow is an exotic inertia free flow, which in practice

Year: 2006

Language: English

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4 Conference paper

Topology optimization of 3D Stokes flow problems

particular at micro scales since they are easily manufacturable and maintenance free. Here we consider topology optimization of 3D Stokes flow problems which is a reasonable fluid model to use at small scales. The presentation elaborates on effects caused by 3D fluid modelling on the design. Numerical

Year: 2006

Language: English

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