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rick-russell's photostream |
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paper pavilions
schwartzD4
cylinder1
tetrasphere2
10strip-sphere
10 great circles arranged based on symmetry of .5 snub of .33 snub of icosahedron. Mathematica drawing viewed with MathGL3D
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Uploaded on Oct 31, 2008
snub.33 of icosa
1/3 snub of icosahedron: cut off each vertex at the 1/3 points of the sides
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Uploaded on Oct 31, 2008
snub.5 of icosa snub.33
Cut off the vertices of the 1/3 icosa snub above at the midpoints. Mathematica drawing, basis for 10-strip sphere above.
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Uploaded on Oct 31, 2008
catenae2
19" across, cardstock, designed in AutoCad, idea for tesselation from Andrea Russo.
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Uploaded on Oct 22, 2008
turkish knot
Mathematica pattern, generated as a 3D form with a program that creates spirals by showing only part of the 3D solid. Viewed with MathGL3D.
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Uploaded on Sep 18, 2008
trefoil3
Mathematica drawing, created with a program that draws circular spirals around a path defined by an equation.
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Uploaded on Sep 18, 2008
gazebo1
pattern in Mathematica, generated by every 8th zone of a zonohedron (a solid composed of rhombic faces)...
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Uploaded on Sep 18, 2008
pinecone1
gazebo1
flight3
dk12
acupuncturist's business card: Mathematica 3D of a torus and central rotated splines, shown as a strip model.
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Uploaded on Sep 18, 2008
gazebo
