Introduction to algorithms
Parametric and Feature Based CAD/Cam: Concepts, Techniques, and Applications
Parametric and Feature Based CAD/Cam: Concepts, Techniques, and Applications
Solving topological constraints for declarative families of objects
Proceedings of the 2006 ACM symposium on Solid and physical modeling
Tracking topological changes in feature models
Proceedings of the 2007 ACM symposium on Solid and physical modeling
Solving topological constraints for declarative families of objects
Computer-Aided Design
Numeric and curve parameters for freeform surface feature models
Computer-Aided Design
A framework for extendable freeform surface feature modelling
Computers in Industry
Tracking topological changes in parametric models
Computer Aided Geometric Design
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Feature modeling systems usually employ a boundary representation (b-rep) to store the shape information on a product. It has, however, been shown that a b-rep has a number of shortcomings, and that a cellular representation can be a valuable alternative. A cellular model stores additional shape information on features, including the feature faces that are not on the boundary of the product. Such information can be profitably used for several purposes. A major operation in every feature modeling system is boundary evaluation, which computes the geometric model of a product, i.e. either the b-rep or the cellular model, from the features that have been specified by the user. Since boundary evaluation has to be executed each time a feature is added, removed or modified, its efficiency is of paramount importance. In this paper, boundary evaluation for a cellular model is described in some detail. Its efficiency is compared to the efficiency of boundary evaluation for a b-rep, on the basis of both complexity analysis and performance measurements for the two types of evaluation. It turns out that boundary evaluation for a cellular model is, in fact, more efficient than for a b-rep, which makes cellular models even more attractive as an alternative to b-reps.