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TECHNICAL PAPERS

Use of Topological Constraints in Construction and Processing of Robust Solid Models

[+] Author and Article Information
Masatake Higashi, Hisashi Nakano, Atsuhide Nakamura, Mamoru Hosaka

Toyota Technological Institute 2-12-1, Hisakata, Tempaku-ku, Nagoya, 468-8511 Japan

J. Comput. Inf. Sci. Eng 1(4), 330-340 (Oct 01, 2001) (11 pages) doi:10.1115/1.1431548 History: Received September 01, 2001; Revised October 01, 2001
Copyright © 2001 by ASME
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References

Figures

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Global intersection lines derived from symbols of basic intersection points
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Cluster names for convex and concave Edge-cross
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An example of cluster name for edge coincidence
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Patterns of degeneracy (topological constraints)
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Generation of consistent topological constraints
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Examples of special degenerate cases
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Examples of local structure at clusters
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Modification of AFL in feature attachment
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An example of Face-based representation (F-rep)
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Representation of non-manifold solids
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Names of intersection points, in- and out-intersection lines
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Intersection loop and divided face loops
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Intersection between two sectors of solids
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Relation of sectors for Edge-Face incidence
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Relation of sectors for Edge-Edge coincidence
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Virtual division of concave vertex: face 2 is divided virtually into 2-x and 2-y
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Order of faces around the incident edge
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Patterns of feature generation according to coincident faces: (a) Sub,{(1,F),(2,R),(4,L),(6,U)}, {−1,−1,−1,−1}; (b) Sub,{(2,R),(4,L),(6,U)}, {−1,−1,−1}; (c) Sub,{(D,U1),(2,R1),(B,B1)}, {−1,−1,1}; (d) Add,{(D,D1),(B,B1),(F,F1),(6,U1)}, {−1,−1,1,1}; (e) Add,{(D,D1),(B,B1),(1,F1),(4,L1)}, {−1,−1,1,1}; (f ) Add,{(D,D1),(B,B1),(1,F1),(4,L1),(6,U1)}, {−1,−1,1,1,1}
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Union of a cube and a rotated cube for different tolerance values
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Union of two boxes intersected with small angles
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Union of two boxes with roof-shaped faces intersecting with small angles
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Set operations between concave solids

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