CS 285: SOLID MODELING
Lecture #26 -- We Apr. 26, 2000.
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Preparation
Read the papers below and answer the stated questions.
Submit your write-up either electronically before 9am,
or in hard copy in class at 10:40am.
Smoothing simple polyhedral shapes via recursive subdivision, with the option of maintaining selected sharp edges.
Paper Presentations by Ashish Mohole, Chris Tchou, and Jane Yen
E. Catmul and J. Clark: "Recursively generated B-spline surfaces on arbitrary topological meshes" CAD, Nov. 1978, p350
- What statements can you make about the facets and about the vertices generated after several subdivision steps ?
D.Doo and M. Sabin "Behaviour of recursive division surfaces near extraordinary points" CAD, Nov. 1978, p356
- What statements can you make about the facets and about the vertices generated after several subdivision steps ?
Tony DeRose et.al. "Subdivision Surfaces in Character Animation" SIGGRAPH 1998.
- How useful are the generated surfaces for rapid prototyping ?
- How do you create a crease that starts with a sharp dihedral angle at one vertex
and then looses itself in a smooth surface ?
FINALIZE THE PLAN FOR PROJECT PRESENTATIONS
Determine a convenient 3hr time slot for final project presentations
around May 17.
Assignment: READ the papers for the upcoming lectures and answer the stated questions
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