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Curves & Tangents 2

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Similar to the approach shown in Curves & Tangents, but here the generating curve is more complex: different cos/sin cycles with random radii, frequencies and phases are added to a point moving from left to right, basically following these equations:

with n = 2, 3 or 4. I generated many of these curves with random parameters - leading to a wide variety of curse - and selected some I found interesting below.

In the meantime I found or refound the work of David Chappell that seems very similar - and beautiful!

 

Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents
Curves with Tangents

 

2019-12-04 playground·animated·openrndr·kotlin