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0138 Astroid Torus (R=8, r=2, θ=pi/4) 7/8 part 3d printed

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Full Color Sandstone
0138 Astroid Torus (R=8, r=2, θ=pi/4) 7/8 part 3d printed
0138 Astroid Torus (R=8, r=2, θ=pi/4) 7/8 part 3d printed

DIGITAL PREVIEW
Not a Photo

0138 Astroid Torus (R=8, r=2, θ=pi/4) 7/8 part

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OVERVIEW
  • 3D printed in Full Color Sandstone: Fully colored material with a coarse finish and a delicate feel.
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  • This product is intended for mature audiences.
$31.42
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Product Description

KOSEKOMA 0138 - Parametric surface F(u,v) - Astroidal Torus 7/8 part
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..(7/4)π

 

What's in the Box
INCM
0138 Astroid Torus (R=8, r=2, θ=pi/4) 7/8 part
Full Color Sandstone
Width
10.0 cm
Height
1.7 cm
Depth
10.0 cm

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