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Can Four Waves Weave a Labyrinth?
Waves & probability

Can Four Waves Weave a Labyrinth?

BEHIND THE WORK

Can four waves weave a labyrinth?

One point follows x = cos 3t + 0.32 cos 13t and y = sin 5t − 0.28 sin 11t. Each coordinate combines a broad wave with a faster ripple. As t travels from 0 to 2π, the four harmonics repeatedly cross and separate, weaving one closed line into a geometric labyrinth.

Artismathic turns equations into visual art—one function at a time.

Music: 'Amber' by VYEN

#MathArt #GenerativeArt #Harmonics

THE MATHEMATICAL RULE

x=cos3t+0.32cos13tx = cos 3t + 0.32 cos 13ty=sin5t−0.28sin11ty = sin 5t − 0.28 sin 11t0≤t≤2π0 ≤ t ≤ 2π
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WATCH IT COME TO LIFE

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