Constructive topological representations

Proceedings SPM 2006 - ACM Symposium on Solid and Physical Modeling

Volumn 2006, Issue , 2006, Pages 39-52

  Raghothama, Srinivas ^a  

^a UGS Corp   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

ALGORITHMS; BOOLEAN FUNCTIONS; FEATURE EXTRACTION; SEMANTICS; TOPOLOGY;

CONSTRUCTIVE SOLID GEOMETRY (CSG); FEATURE OPERATIONS; GLOBAL SEMANTICS; SPATIAL DECOMPOSITIONS;

SURFACE STRUCTURE;

EID: 33745945254     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.1145/1128888.1128894     Document Type: Conference Paper

References (24)

1. CAPOYLEAS, V., CHEN, X., AND HOFFMANN, C. M. 1996. Generic naming in generative, constraint-based design. Computer-Aided Design 28, 1, 17-26.
2. CHEN, X., AND HOFFMANN, C. M. 1995. Towards feature attachment. Computer-Aided Design 27, 675-702.
3. JäNICH, K. 1983. Topology. Springer-Verlag, New York.
4. KINSEY, C. 1993. Topology of Surfaces. Springer-Verlag, New York.
5. KRIPAC, J. 1997. A mechanism for persistently naming topological entities in history-based parametric solid models. Computer-Aided Design 29, 2, 113-122.
6. MANTYLA, M. 1988. An Production to Solid Modeling. Computer Science Press, Maryland, USA.
7. MUNKRES, J. R. 1975. Topology A First Course. Prentice Hall, Englewood Cliffs, New Jersey.
8. PRO-ENGINEER. 1998. Pro-Engineer Documentation, Version 20. PTC, Waltham, MA.
9. RAGHOTHAMA, S. 2000. Models and Representations for Parametric Family of Parts. PhD thesis, Spatial Automation Laboratory, University of Wisconsin-Madison.
10. RAPPOPORT, A. 1995. Geometric modeling: A new fundamental framework and its practical implications. In 3rd ACM Symposium on Solid Modeling and Applications, Salt Lake City, Utah.
11. REQUICHA, A. A. G., AND TILOVE, R. B. 1978. Mathematical foundations of constructive solid geometry: General topology of closed regular sets. Tech. rep., TM-27a, PAP, University of Rochester, Rochester, NY, June.
12. REQUICHA, A. A. G. 1980. Representations for rigid solids: Theory, methods and systems. ACM Computing Surveys 12 (Dec.), 437-464.
13. ROSSIGNAC, J. R., BORREL, P., AND NACKMAN, L. R. 1988. Interactive design with sequences of parameterized transformations. In Proc. of 2nd Eurographics Workshop in Intelligent CAD Systems: Implementation Issues.
14. ROSSIGNAC, J. R. 1985. Blending and offseting solid models. PhD thesis, Rochester Institute of Technology.
15. SHAPIRO, V., AND VOSSLER, D. L. 1991. Construction and optimization of CSG representations. Computer-Aided Design 23, 1 (Jan.), 4-20.
16. SHAPIRO, V., AND VOSSLER, D. L. 1991. Efficient CSG representations of two dimensional solids. Transactions of the ASME, Journal of mechanical design 113 (Sept.), 292-305.
17. SHAPIRO, V., AND VOSSLER, D. L. 1993. Separation for boundary to CSG conversion. ACM Transactions on Graphics 12, 1 (Jan.), 35-55.
18. SHAPIRO, V., AND VOSSLER, D. L. 1995. What is a parametric family of solids? In 3rd ACM Symposium on Solid Modeling and Applications, Salt Lake City, Utah, May.
19. SHAPIRO, V. 1997. Maintenance of geometric representations through space decompositions. International Journal of Computational Geometry and Applications 7, 4, 383-418.
20. SOLIDWORKS. 2000. SolidWorks 2000 Documentation. Solid-Works Corp, Concord, MA.
21. S.RAGHOTHAMA, AND V.SHAPIRO. 1998. Boundary representation deformation in parametric solid modeling. ACM Transactions on Graphics 17, 4 (Oct.), 259-286.
22. S.RAGHOTHAMA, AND V.SHAPIRO. 2000. Consistent updates in dual representation systems. Computer-Aided Design 32, 8-9 (Aug.), 463-477.
23. S.RAGHOTHAMA, AND V.SHAPIRO. 2003. Topological framework for part families. ASME Journal of Computing and Information Sciences 32, 8-9 (Mar.).
24. UNIGRAPHICS. 2004. NX4.0 Documentation. UGS Corp, Cypress, CA.