CS 294-3: RAPID PROTOTYPING
Lecture #11 -- Friday 11/6, 1998.
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Lecture Topics
Parametrization and Tessellation of Complex Surfaces
Are completely regular tessellations possible ?
How many "special" vertices do we need ?
Where should we hide these "special" vertices ?
Some Current Case Studies
Topometric plan for the Figure-8 Klein Bottle
Regular Klein Bottle can use the same plan as above.
Topometric plan for the Steiner/Roman Surface
Switch to a hexagonal strut system that can be crossed more easily without physical intersections.
The same strut system shown in the basic triangle domain.
Topometric plan for the Crosscap.
The topology and parametrization of the Boy surface.
Movies
Optimal Sphere Eversion by John Sullivan
How to turn a torus with 3 holes into a genus-1 Costa surface
New Homework Assignment:
DUE: FRIDAY 11/6/98, 9:45am.
An STL description of a thick, transparent,
nicely parameterized version of your surface
-- with the bugs fixed, as close as possible ready for SFF fabrication.
Hand in:
- a hardcopy of a good view of your surface as produced with an STL viewer;
- the output of the analyzer program on your STL file.
- a pointer to your (readable) STL file.
Put your name on your hand-ins.
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