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- research-articleOctober 2019
Generative Design Conversion to Editable and Watertight Boundary Representation
- Martin Marinov,
- Marco Amagliani,
- Tristan Barback,
- Jean Flower,
- Stephen Barley,
- Suguru Furuta,
- Peter Charrot,
- Iain Henley,
- Nanda Santhanam,
- G. Thomas Finnigan,
- Siavash Meshkat,
- Justin Hallet,
- Maciej Sapun,
- Pawel Wolski
Computer-Aided Design (CADE), Volume 115, Issue CPages 194–205https://doi.org/10.1016/j.cad.2019.05.016AbstractWe present the first, to our knowledge, fully automatic method for the conversion of a general generative design to a watertight B-Rep composed of the exact residual geometry of the input solids and editable T-NURCC surfaces. The ...
Highlights- High-quality conversion method to obtain editable CAD models from generative designs.
- research-articleAugust 2019
Boundary conforming mesh to T-NURCC surface conversion
Computers and Graphics (CGRS), Volume 82, Issue CPages 95–105https://doi.org/10.1016/j.cag.2019.05.012Highlights- Mesh geometry integration in B-Rep CAD models by conversion to T-NURCC surfaces.
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AbstractWe present a method for converting an open triangle mesh, whose boundary is constrained to a set of smooth curves, to a T-NURCC surface approximating seamlessly both the mesh and the curve geometry. The curves represent boundaries of B-...
- research-articleApril 2016
Practical Algorithms for Finding Extremal Sets
ACM Journal of Experimental Algorithmics (JEA), Volume 21Article No.: 1.9, Pages 1–21https://doi.org/10.1145/2893184The minimal sets within a collection of sets are defined as the ones that do not have a proper subset within the collection, and the maximal sets are the ones that do not have a proper superset within the collection. Identifying extremal sets is a ...
- articleSeptember 2005
Optimization methods for scattered data approximation with subdivision surfaces
We present a method for scattered data approximation with subdivision surfaces which actually uses the true representation of the limit surface as a linear combination of smooth basis functions associated with the control vertices. A robust and fast ...
- ArticleOctober 2004
Direct Anisotropic Quad-Dominant Remeshing
We present an extension of the anisotropic polygonal remeshing technique developed byAlliez et al. Our algorithm does not rely on a global parameterization of the mesh and therefore is applicable to arbitrary genus surfaces. We show how to exploit the ...
- ArticleJune 2004
Optimization techniques for approximation with subdivision surfaces
We present a method for scattered data approximation with subdivision surfaces which actually uses the true representation of the limit surface as a linear combination of smooth basis functions associated with the control vertices. This is unlike ...