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Regularization of shape optimization problems using FE-based parametrization
Matthias Firl
, Roland Wüchner
,
Kai Uwe Bletzinger
Chair of Structural Analysis and Dynamics
Technical University of Munich
Research output
:
Contribution to journal
›
Article
›
peer-review
60
Scopus citations
Overview
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Dive into the research topics of 'Regularization of shape optimization problems using FE-based parametrization'. Together they form a unique fingerprint.
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Keyphrases
Parametrization
100%
Regularization Method
100%
Filter Method
100%
Shape Optimization
100%
Mesh Regularization
80%
Optimization Strategy
40%
Mechanical Properties
20%
Convolution Integral
20%
Sensitivity Analysis
20%
Combined Filter
20%
Design Space
20%
Illustrative Examples
20%
Topology Optimization
20%
Mesh-based
20%
Mechanical Problems
20%
Finite Element Solution
20%
Updated Reference Strategy
20%
Mesh Distortion
20%
Solid Isotropic Material with Penalization
20%
Mesh Independency
20%
Engineering
Shape Optimization Problem
100%
Regularization
100%
Parametrization
100%
Optimization Strategy
50%
Optimal Design
50%
Regularization Method
50%
Design Space
25%
Mechanical Problem
25%
Finite Element Solution
25%
Mesh Distortion
25%
Mathematics
Regularization
100%
Filter Method
83%
Optimal Design
33%
Convolution
16%
Finite Element Method
16%
Illustrative Example
16%
Independency
16%
Integral
16%
Material Science
Finite Element Method
100%
Isotropic Material
100%