ReciprocArt ◦ Curves
ReciprocArt is a project to explore the mesmerizing diversity of the Fourier space. The project was launched with the collection "Tilings", where you can find a brief description of the underlying concepts.
Crossed 'golden ratio' radial curves and their Fourier transform (total number of curves: 128)
Handmade Hitomezashi (一目刺し) pattern and its Fourier transform (crystal size: 244 segments ratio)
Composition of circles and its Fourier transform (number of circles: 800)
Aztec diamond and its Fourier transform (number of iterations: 800)
Pattern creation credits: https://sherpal.github.io/aztec-diamond-generator
Pattern creation credits: https://sherpal.github.io/aztec-diamond-generator
E-toothpick sequence and its Fourier transform (number of iterations: 200)
Pattern creation credits: https://oeis.org/A139250/a139250.anim.html
Hexagonal Hitomezashi (一目刺し) pattern and its Fourier transform (Crystal size: 250 segments ratio)
Fibonacci word curve and its Fourier transform (number of words: 26)
Curve creation credits: https://rosettacode.org/wiki/Fibonacci_word/fractal#Python
A spider web and its Fourier Transform
'Shuriken' hitomezashi (手裏剣 一目刺し) pattern and its Fourier transform
(Crystal size: 200 segments radius)
An H6X9H curve (N=689; D=628) and its Fourier transform.
Curve creation credits: www.tistis.nl/H6X9H/
A Perlin-noise-generated maze based on Truchet tiling and its Fourier transform
(Crystal size: 400^2 tiles)
(The maze was coded in p5.js; code available at editor.p5js.org/Stecanossa/sketches/n7d0OyNwA)
