A Tiny System Builds a Storm in 3D

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A tiny system of three differential equations builds a storm in 3D.

One point begins at (0.1, 0, 0). Its x, y and z coordinates keep updating because each rate of change depends on the point's current position. The path never becomes random: the same starting point and equations always create the same Aizawa attractor. Yet nearby motion stretches, folds and circles through a nested three-dimensional vortex.

The completed form rotates so the inner core, outer orbit and vertical depth can be seen clearly.

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

Music: 'Moonlight Magic' by Asher Fulero

#MathArt #ChaosTheory #AizawaAttractor