Mobius Strip Klein Bottle 1

Mobius Strip Klein Bottle 1 3d printed Sculptures Mathematical Art
Mobius Strip Klein Bottle 1 3d printed Sculptures Mathematical Art
Mobius Strip Klein Bottle 1 3d printed Sculptures Mathematical Art
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About this Product

20 Mobius strips (a circle strip with a half twist, which gives it one side, one edge) lying centered in the XY plane, rotated 180 degrees around the Y axis in 20 increments, each offset in the X axis, and rotated 360 degrees around the Z axis in 20 increments. This makes it a kind of mobius strip of a mobius strip. If you imagine the strips being joined into a single smooth self-intersecting surface , it forms a Klein bottle, a surface with only one side (for a 'real' Klein bottle, the intersections are taken to be in a 4th dimension, projected into 3!) Programmed in Mathematica, this was created originally, with different software, by Joachim Baldwin, who explained it to me (see his Shapeways shop:model Mobius Nautilus if you wish to purchase one with 36 strips) This one has a smaller radius, so is more 'tightly packed' than #2.

Dimensions

IN: 3.285 w x 3.304 d x 2.108 h
CM: 8.344 w x 8.392 d x 5.354 h
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