©Pat Ashforth & Steve Plummer 2021
©Pat Ashforth & Steve Plummer 2021
MENGER SPONGE
The Menger Sponge was first described by Karl Menger in 1926. It is a 3D fractal. Theoretically it has an infinite surface and zero volume.
Take a 3 x 3 x 3 cube and remove the centre cube from each face and the very centre cube. You are left with 20 cubes. From each of these remove the centre cubes as before then keep on repeating this process. The surface area of the remaining shape keeps getting bigger and the volume keeps getting smaller.
|
Return to Illusion Art See completed projects on Ravelry |
||||
|
BUY THE PATTERN AT |
||||
|
|
||||
|
|
|
|
||
| The Gift of Life |
| Merry Christmas |
| Drawing Programs |
| Using Inkscape |
| Modelling Programs |
| George Maffett's Introduction |
| Art tutorials |
| Geometric tutorials |
| Video tutorials |
| Maple Leaf |
| Tiger |
| Maple Leaf : Part 1 |
| Maple Leaf : Part 2 |
| Maple Leaf : Part 3 |
| Tiger : Part 1 |
| Tiger : Part 2 |
| Tiger : Part 3 |
| Tiger : Part 4 |
| Tiger : Part 5 |
| Tiger : Part 6 |
| Tiger : Part 7 |