587-605.įarin, G., “Triangular Bernstein-Bézier patches”, Department of Mathematics, University of Utah, Computer Aided Geometric Design, Jan. Wolfgang Boehm, et al., “On de Casteljau's algorithm”, Angewandte Geometrie and Computergraphik, Pockelsstrasse 14, Technische Universität, D-38106 Braunschweig, Germany, Oct. Written Option for European Patent Application No. Yang, S.W., et al., “CAD Data Visualization on Mobile Devices Using Sequential Constrained Delaunay Triangulation,” Computer Aided Design, 41(5): 375-384 (May 2009).Įuropean Search Report for European Patent Application No. Wang, D., et al., “EQSM: An Efficient High Quality Surface Grid Generation Method Based on Remeshing,” Computer Methods in Applied Mechanics and Engineering, 195(41-43): 5621-5633 (Aug. Vlachos, J., et al., “Curved PN Triangles.” Proceedings of the 2001 Symposium on Interactive 3D Graphics, pp. Sheng, X., et al., “Triangulation of Trimmed Surfaces in Parametric Space,” Computer Aided Design, 24(8): 437-444 (Aug. Piegl, L.A., et al., “Tessellating Trimmed Nurbs Surfaces,” Computer Aided Design, 27(1): 21-22 (Jan. Ravi Kumar, G.V.V., et al., “Geometry Based Triangulation of Multiple Trimmed NURBS Surfaces,” 33(6): 439-454 (May 2001). Ng., W.M.M., et al., “Incremental Tessellation of Trimmed Parametric Surfaces,” Computer Aided Design, 32(4): 279-294 (Apr. Kumar, S., et al., “Efficient Rendering of Trimmed NURBS Surfaces,” Computer Aided Design, 27(7): 509-521 (Jul. See for a description of the reference.Ĭlaux, F., et al., “An Efficient Trim Structure for Rendering Large B-Rep Models,” Workshop on Vision, Modeling & Visualization, 31-38 (Nov. Citroen, Paris, 1963, (unable to locate reference). de Casteljau Courbes et surfaces à pôles.
et al., “Key Technology Research on Data Conversion Between B-Rep Based CAD and VR Model,” 2009 International Conference on Measuring Technology and Mechatronics Automation, vol. Guthe, Michael et al., “GPU-based Trimming and Tessellation on NURBS and T-Spline Surfaces,” ACM Transactions on Graphics (TOG) 24: 1016-1023 (Jul. 21, 2013.įarin, Gerald, Curves and Suffaces for CAGD: A Practical Guide, 5th Edition, Published by Morgan-Kaufmann Publishers, San Francisco, California, 11 pages (2002). 2004).Įuropean Search Report for European Application No. et al., “Advanced Techniques for Reservoir Simulation and Modeling of Nonconventional Wells,” Final Report to U.S. 127-152 (28 pages total) (1974).ĭe Boor, Carl, A Practical Guide to Splines, Published by Springer-Verlag, New York, NY, 8 pages (1978).ĭe Casteljau, Paul de Faget, Le Lissage, Published by Hermes, Paris, 1990, 5 pages (1990). (with translation).īezier, P., “Mathematical and Practical Possibilities of Unisurf,” in Computer Aided Geometric Design, Published by Academic Press, Inc., New York, NY, pp. 13, 1994, Eurographics).īezier, P., “Definition Numerique des Courbes et Surfaces,” Automatisme-Tome XI, No. (Fast Dynamic Tessellation of Trimmed NURBS Surfaced, vol. (Geometry based triangulation of multiple trimmed NURBS surfaces, vol. (CAD data visualization on mobile devices using sequential constrained Delaunay triangulation, vol. System for permanently retaining multi dimensional CAD part information in the form of a tag within a part file
Unified subdivision scheme for polygonal modelingĬreating and modifying parameterizations of surfaces Methods and apparatus for partitioning transform data Method and system for automated structuring of textual documents Method and apparatus of manipulating parameterized surfacesĬomputational Geometry Using Control Geometry Having At Least Two Dimensions SYSTEM AND METHOD FOR ANALYZING MODELING ACCURACY WHILE PERFORMING REVERSE ENGINEERING WITH 3D SCAN DATA METHOD FOR FITTING A PARAMETRIC REPRESENTATION TO A SET OF OBJECTSĬomputer-Implemented Process and System for Creating a Parametric Surface Methods and Systems for Generating Continuous Surfaces from Polygonal DataĭISCARDING OF VERTEX POINTS DURING TWO-DIMENSIONAL GRAPHICS RENDERING USING THREE-DIMENSIONAL GRAPHICS HARDWARE Tessellation of trimmed parametric surfaces by walking the surface
3 D TESSELLATION PATCH
Methods and Apparatus for Deactivating Internal Constraint Curves when Inflating an N-Sided Patch System and Method for Creating Editable Feature Curves for a Multi-Dimensional Model Physical Simulation Tools For Two-Dimensional (2D) Drawing Environments
Method and system for tessellation of subdivision surfaces Systems and methods of editing graphical data PARAMETERIZING A 3D MODELED OBJECT FOR TESSELLATION
0 kommentar(er)
