- Surfaces
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Regular old boring plane
the simplest surface
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Unit sphere
(Quicktime format)
courtesy of Professor Selwyn Hollis,
Armstrong Atlantic State University
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Elliptic cylinder
an example of a generalized cylinder
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Surface of revolution
these surfaces are made up of circles
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Another surface of revolution (BIG, i.e., over 8MB)
(Quicktime format)
courtesy of
Professor Lou Talman,
Metropolitan State College of Denver
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traces of the graph of z=x2+y2
courtesy of Professor Jonathan Rogness of the University of Minnesota
- Torus knots
Knots such as the trefoil knot can be "fattened up" to make
interesting surfaces.
There is a
torus knot web site at
Wolfram Research, Inc
where you can
manipulate these knots.
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The hyperboloid of
one sheet and its horizontal traces
courtesy of Professor John Putz, Alma College
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The hyperboloid of
one sheet and its vertical traces
courtesy of Professor John Putz, Alma College
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Circular hyperboloid of one sheet
all z-slices are circles
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The hyperboloid of
two sheets and its horizontal traces
courtesy of Professor John Putz, Alma College
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The hyperboloid of
two sheets and its vertical traces
courtesy of Professor John Putz, Alma College
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The hyperbolic paraboloid and its horizontal traces
courtesy of Professor John Putz, Alma College
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Interactive Gallery of Quadric Surfaces
Courtesy of Professor Jonathan Rogness of the University of Minnesota