Shape optimization with a level set based mesh evolution method

By Grégoire Allaire, Charles Dapogny, Pascal J. Frey. 2014

158 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering, Computational Mechanics, Computer Graphics and Computer-Aided Design

View Paper: https://www.semanticscholar.org/paper/43dca9f59f009fa39c8930b2b5f40af6ac40e61d

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Civil and Structural Engineering

1. Ole Sigmund
2. Niels Aage
3. Boyan S. Lazarov
4. Anders Clausen
5. Daniel A. Tortorelli
6. Michael Y. Wang
7. Georgios-Tsampikos Michailidis
8. Fengwen Wang

In Computational Mechanics

1. Ole Sigmund
2. Georgios-Tsampikos Michailidis
3. Charles Dapogny
4. Daniel A. Tortorelli
5. Rafael Estevez
6. A. Faure
7. A. Couvelas
8. Niels Aage

In Computer Graphics and Computer-Aided Design

1. A. Couvelas
2. Rafael Estevez
3. Georgios-Tsampikos Michailidis
4. Daniel A. Tortorelli
5. Charles Dapogny
6. Niels Aage
7. Grégoire Allaire
8. Ole Sigmund

Citations in the corpus

• Combined shape and topology optimization for minimization of maximal von Mises stress (2017, background): “…enforced in topology optimization problems (e.g. Duysinx and Sigmund (1998); Svanberg and Werme (2007); Bruggi and Venini (2008); Le et al (2010); Cheng and Jiang (1992); Allaire and Jouve (2008); Allaire et al (2011, 2014); Ha and Cho (2008); Yamasaki et al (2011)) and a number of other papers.”
• Geometric constraints for shape and topology optimization in architectural design (2017, methodology): “by means of a computational mesh, as in [5, 22, 51], or by a set of simple primitives [37, 69].”