Click and drag to rotate
0137 Astroid Torus (R=8, r=2, θ=pi/4) 5cm 3d printed

DIGITAL PREVIEW
Not a Photo

Natural Silver
0137 Astroid Torus (R=8, r=2, θ=pi/4) 5cm 3d printed
0137 Astroid Torus (R=8, r=2, θ=pi/4) 5cm 3d printed

DIGITAL PREVIEW
Not a Photo

0137 Astroid Torus (R=8, r=2, θ=pi/4) 5cm

Made by
Print With Shapeways
Choose Your Material
$257.92
Choose your color and finish
QTY

Have a question about this product?

contact the designer
You must be logged in and verified to contact the designer.
Product Description

KOSEKOMA 0137 - Parametric surface F(u,v) - Astroidal Torus
A parametric surface is a surface F(u,v) in the Euclidean space R3 which is defined by a parametric equation with two parameters u, v.

Parametric surface F(u,v) Astroidal Torus.
A surface of the rotation of an astroid is formed by an asteroid rotating about any of two its axes Ox or Oz
x = (R + r cos(v)^3) cos(u)
y = (R + r cos(v)^3) sin(u)
z = r sin(v)^3
u = 0..2π; v = 0..2π

 

Details
What's in the box:
0137 Astroid Torus (R=8, r=2, θ=pi/4) 5cm
Dimensions:
4.64 x 0.65 x 4.64 cm
Switch to inches
1.83 x 0.26 x 1.83 inches
Switch to cm
Success Rate:
First To try.
What's this?
Rating:
Mature audiences only.