Fun with Reuleaux Triangles
Math Monday came early this week, and we had some fun exploring Reuleaux triangles. Next to a circle, they're the simplest curve of constant width you can make, which basically means you can roll a plank on top of them as smoothly as on wheels. The kids didn't expect that one! Details here:...
imarumrunner- Length: 2:21
- Tags: math Reuleaux triangle education project experiment geometry kids yt:stretch=16:9
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Reuleaux Mastermorphix
This is a puzzle made by Flambore (Twistypuzzle Forum Member). He casted the puzzle in White alumilite resin. Its a great 3x3 mod! Perfect casted!!!!
Reuleaux Mastermorphix Custom Twisty Puzzle
Reuleaux Mastermorphix 3x3-based twisty puzzle. This video shows the puzzle itself, compares it in size to a standard mastermorphix, and then to a standard 3x3. This puzzle was designed in CAD by Adam G. Cowan.
Reuleaux triangle with additive RGB colours
The triangle of Reuleaux is named after the German engineer Franz Reuleaux and it is the second simplest curve of constant width (the circle being the first). This triangle has two colinear supporting lines in any direction. One of the ways to generate the Reuleaux triangle is to intersect three...
A Rotating Reuleaux Triangle
demonstrations.wolfram.com The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. A Reuleaux triangle is a curve of constant width formed from an equilateral triangle by joining each pair of vertices with a circular arc centered at...
- wolframmathematica
- Length: 0:34
- Tags: wolfram mathematica demonstrations interactive visualization Watts geometry curve constant width free math computer science
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Reuleaux triangle with subtractive CMY colours
This demonstration shows coloured circular glass plates used as filters. The central triangular section near the end of the animation has the shape of a Reuleaux triangle. This section is black, because its colour is composed by subtracting cyan, magenta and yellow from a white light. This...
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