3D-Printed Chmutov Surface

Published by MrHonner on

My most successful 3D print so far:  a Chmutov surface!

Chmutov 1

Chmutov surfaces are algebraic surfaces that have interesting properties involving their singular points.  This surface has equation

2[x^2(3-4x^2)^2 + y^2(3-4y^2)^2 + z^2(3-4z^2)^2]=3

And in addition to being quite beautiful, this Chmutov surface is already coming in handy!

Chmutov Pens


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