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Geometric modeling, isogeometric analysis and the finite cell method
E. Rank
, M. Ruess
, S. Kollmannsberger
, D. Schillinger
, A. Düster
Engineering and Design
Technical University of Munich
Technische Universität Hamburg-Harburg
Research output
:
Contribution to journal
›
Article
›
peer-review
188
Scopus citations
Overview
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Dive into the research topics of 'Geometric modeling, isogeometric analysis and the finite cell method'. Together they form a unique fingerprint.
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Keyphrases
Geometric Modeling
100%
Isogeometric Analysis
100%
Finite Cell Method
100%
Trimmed NURBS Surfaces
40%
Higher-order Continuity
40%
Constructive Solid Geometry
40%
Numerical Simulation
20%
High-order
20%
Geometric Model
20%
Complex Domain
20%
Cuboid
20%
Design Variants
20%
Isogeometric
20%
Geometry Concepts
20%
Exponential Convergence
20%
Numerical Benchmark
20%
Analysis-suitable
20%
Structured Grid
20%
Three-dimensional Domain
20%
Cell Extension
20%
Fictitious Domain Method
20%
Brake Disc
20%
NURBS Basis
20%
Model Simulation
20%
Finite Cell
20%
Mathematics
Geometric Modeling
100%
Basis Function
100%
Meshing
66%
Solid Geometry
66%
Exponential Rate
33%
Dimensional Domain
33%
Rate of Convergence
33%
Computer Science
Geometric Modeling
100%
Basis Function
100%
Variant Design
33%
Numerical Simulation
33%
Geometric Model
33%
Structured Grid
33%
Engineering
Basis Function
100%
Domain Method
33%
Geometric Model
33%
Rate of Convergence
33%
Dimensional Domain
33%
Brake Disk
33%
Structured Grid
33%