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Title: US6356262: System and method for fast polyhedral cell sorting
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Country: US United States of America

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23 pages

 
Inventor: Klosowski, James Thomas; Rye, NY
Silva, Claudio T.; Mahwah, NJ
Taubin, Gabriel; Hartsdale, NY
Williams, Peter Lawrence; Livermore, CA
Mitchell, Joseph Shannon Baird; Port Jefferson, NY
Comba, Joao Luiz Dihl; Stanford, CA

Assignee: International Business Machines Corporation, Armonk, NY
other patents from INTERNATIONAL BUSINESS MACHINES CORPORATION (280070) (approx. 44,393)
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Published / Filed: 2002-03-12 / 1999-04-15

Application Number: US1999000292704

IPC Code: Advanced: G06T 15/40; G06T 17/00; G06T 17/20;
Core: G06T 15/10; more...
IPC-7: G06T 15/40;

ECLA Code: G06T15/00D; G06T15/40; G06T17/00K; G06T17/20;

U.S. Class: 345/421; 345/619;

Field of Search: 345/421,433,440,423,619

Priority Number:
1999-04-15  US1999000292704
1998-04-16  US1998000082009P

Abstract:     The visibility ordering of polyhedral cells is efficiently determined by building an ordering graph, comprising oriented edges between two cells. Each edge (A,B) corresponds to the fact that cell A has to be projected, or rendered, before B. A set of ordering relations and rules that can be shown to generate, if one exists, a global ordering of the polyhedral cell complex. Three different types of edges are used to accomplish this: MPVO, BSP and PPC edges. MPVO edges exist between two cells that share a face. To define the BSP edges, a BSP-tree of the boundary faces of the cell complex is constructed. During this construction, some of the boundary faces of the cells will be "cut' by the BSP-tree "extended' faces, into multiple pieces. If C is the boundary cell, and c', c'', and so on, are the pieces of its boundary faces, the BSP_edge (c', C) is defined to mean that cell C can only be projected after c' has been projected by the BSP. A cell C is in the PPC if one of the pieces that compose it, say c', has been projected by the BSP, but there exist other pieces of cell C that have not been projected. In this case, additional checks are done to ensure cells are not being projected out of order. This is accomplished by performing "ray shooting'.

Attorney, Agent or Firm: Percello, Louis J.Ohlandt, Greeley, Ruggiero & Perle, LLP ;

Primary / Asst. Examiners: Zimmerman, Mark; Cao, Huedung X.

INPADOC Legal Status: Show legal status actions

Parent Case:     This application claim benefit to provisional 60/082,009 filed Apr. 16, 1998.

Family: None

First Claim:
Show all 8 claims
We claim:     1. A computer implemented method for rendering a polyhedral complex of a plurality of polyhedral cells by means of computing a visibility ordering relation, and projecting said polyhedral cells in either back-to-front or front-to-back order, comprising the steps of:
  • building a visibility ordering graph that includes internal edge data for each of said polyhedral cells that has a shared face with any other of said polyhedral cells and external edge data for each of said polyhedral cells that has a boundary face that is not shared with any other of said polyhedral cells;
  • sorting said internal edge data and said external edge data of said visibility ordering graph to provide a set of edge data topologically ordering said polyhedral cells in said back-to-front or front-to-back order; and
  • rendering said polyhedral cells by using said set of edge data of said visibility graph.


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Forward References: Show 3 U.S. patent(s) that reference this one

       
U.S. References: Go to Result Set: All U.S. references   |  Forward references (3)   |   Backward references (5)   |   Citation Link

Buy
PDF
Patent  Pub.Date  Inventor Assignee   Title
Buy PDF- 13pp US5459822  1995-10 Izawa et al.  Ricoh Company, Ltd. Sorting processor
Buy PDF- 10pp US5555352  1996-09 Lucas  International Business Machines Corporation Object-based irregular-grid volume rendering
Buy PDF- 10pp US5742293  1998-04 Koyamada et al.  International Business Machines Corporation Data visualizer utilizing exterior selected and depth sorted polyhedron faces
Buy PDF- 38pp US5914721  1999-06 Lim   Visibility calculations for 3D computer graphics
Buy PDF- 39pp US6172679  2001-01 Lim   Visibility calculations for 3D computer graphics
       
Foreign References: None

Other Abstract Info: DERABS C2003-634296

Other References:
  • C.Silva et al, An Exact Interactive Time Visibility Ordering Algorithm for Polyhedral Cell Complexes.
  • ACM Symposium on Volume Visualization, 10/98, pp. 87-94.
  • J. Comba et al, Fast Polyhedral Cell Sorting for Interactive Rendering of Unstructured Grids.
  • Eurographics '99/P. Brunet and R. Scopigno, vol. 18 (1999), No. 3.


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