Topology Optimization in wave-propagation and flow problems

Ole Sigmund; Jakob Søndergaard Jensen; A. Gersborg-Hansen; R. Haber

Topology Optimization in wave-propagation and flow problems

Ole Sigmund, Jakob Søndergaard Jensen, A. Gersborg-Hansen, R. Haber

Research output: Chapter in Book/Report/Conference proceeding › Article in proceedings › Research › peer-review

Abstract

We discuss recent extensions of the topology optimization method to wave-propagation and flow problems. More specifically, we optimize material distribution in scalar wave propagation problems modelled by Helmholtz equation. Moreover, we investigate the influence of the inertia term on the optimal flow topology for fluid flow problems with moderate Reynolds numbers.

Original language	English
Title of host publication	Warsaw International Seminar on Design and Optimal Modelling WISDOM 2004
Editors	T Lewiński, O. Sigmund, J. Sokołowski, A. Żochowski
Place of Publication	Warsaw
Publication date	2004
Pages	45-54
Publication status	Published - 2004

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title = "Topology Optimization in wave-propagation and flow problems",

abstract = "We discuss recent extensions of the topology optimization method to wave-propagation and flow problems. More specifically, we optimize material distribution in scalar wave propagation problems modelled by Helmholtz equation. Moreover, we investigate the influence of the inertia term on the optimal flow topology for fluid flow problems with moderate Reynolds numbers.",

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language = "English",

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Topology Optimization in wave-propagation and flow problems. / Sigmund, Ole; Jensen, Jakob Søndergaard; Gersborg-Hansen, A. et al.
Warsaw International Seminar on Design and Optimal Modelling WISDOM 2004. ed. / T Lewiński; O. Sigmund; J. Sokołowski; A. Żochowski. Warsaw, 2004. p. 45-54.

Research output: Chapter in Book/Report/Conference proceeding › Article in proceedings › Research › peer-review

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AU - Jensen, Jakob Søndergaard

AU - Gersborg-Hansen, A.

AU - Haber, R.

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AB - We discuss recent extensions of the topology optimization method to wave-propagation and flow problems. More specifically, we optimize material distribution in scalar wave propagation problems modelled by Helmholtz equation. Moreover, we investigate the influence of the inertia term on the optimal flow topology for fluid flow problems with moderate Reynolds numbers.

M3 - Article in proceedings

SP - 45

EP - 54

BT - Warsaw International Seminar on Design and Optimal Modelling WISDOM 2004

A2 - Lewiński, T

A2 - Sigmund, O.

A2 - Sokołowski, J.

A2 - Żochowski, A.

CY - Warsaw

ER -

Topology Optimization in wave-propagation and flow problems

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