1. Course Schedule Time AM PM Day 1 SM-Fable.ppt SM-Primer.ppt
SM-Practical
Tutorial 3d
Day 2
SMInternals.ppt
Geometric-Topology
Polynomials.pdf
polynomials
Day 3
Curves.pdf
Spline.pdf
Application I
Curves and Surfaces
Day 4
Surface.pdf
Operation.pdf
Application II
Opns/Cons.
Day 5
Construction.pdf
Wrap-Up
ApplicationIII
TEST

2. Contents I SM-Fable Motivate SM, examples SM and structure of SM
SM-Primer
Practical introduction to an SM
SM-Internals
Kernel/Husk dichotomy. Entities-face/edge/co-edge.
Topology and applications
Geometry-Topology
The two-tier representation. Parametric vs. Implicit. Sample parametrizations, trim curves
Polynomials
Polynomials and the approximation problem, lagrange interpolation, and the bernstein base
Curves
The construction of Bezier-Bernstein curves, control polygons, end calculations, elevation
Surfaces
The 2d analogue of bernstein. Tensor-product surfaces, end conditions

3. Contents II
Splines
The piece-wise polynomial paradigm, knot insertion and evaluation
Operations
TheNewton/Raphson Solver, the projection problem, intersections
Constructions
The constructor, intersection curves, extrudes, blends

4. Web-source