Publication | Closed Access
A Free Form Feature Taxonomy
83
Citations
9
References
1999
Year
EngineeringGeometryMechanical EngineeringShape AnalysisComputer-aided DesignSemantic WebSurface DesignAesthetic DesignInformation RetrievalData MiningPattern RecognitionHigh LevelFree Form FeatureDeformation ModelingComputational GeometryShape RepresentationGeometry ProcessingGeometric ModelingGeometric Feature ModelingFeature EngineeringDesignKnowledge DiscoveryFeature ModelingComputational DesignComputer ScienceFeature ConstructionIndustrial DesignNatural SciencesSurface ModelingShape ModelingSolid ModelingData ModelingAppearance Modeling
Industrial free‑form product design relies on CAD systems that use NURBS curves and surfaces, but these low‑level entities are unintuitive and require mathematical knowledge. This paper introduces the concept of free‑form features for aesthetic design and proposes a classification of detail features for characterizing predefined free‑form surfaces. The authors define high‑level modelling entities that perform common shape modifications, formally describe feature types via analytical deformation and elimination laws, classify them topologically by application domain, and further subdivide them morphologically by weak convexity and concavity to produce a taxonomy of simple free‑form features for aesthetic design.
In this paper the notion of free form feature for aesthetic design is presented. The design of industrial products constituted by free form surfaces is done by using CAD systems representing curves and surfaces by means of NURBS functions, which are usually defined by low level entities that are not intuitive and require some knowledge of the mathematical language. Similarly to the feature‐based approach adopted by CAD systems for classical mechanical design, a set of high level modelling entities which provides commonly performed shape modifications has been identified. Particularly, the paper suggests a classification of the so‐called detail features for an aesthetic and/or functional characterization of predefined free form surfaces. Feature types are formally described by means of an analytical definition of the surface modification through deformation and elimination laws. A topological classification is then given according to the application domain of such laws. A further sub‐classification of morphological types is then suggested according to geometric properties of weak convexity and concavity for the resulting modified shape, leading to a taxonomy of simple free form features meaningful for aesthetic design.
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