GART
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Harmonograph

Harmonograph

© 2026·Created by Leon Poole·Privacy

Harmonograph

Tune

Two damped oscillations draw a slowly closing weave. A second, slightly detuned pair opens the threads into folds — a mathematical version of a pendulum drawing machine.

Pendulum drawing · 19th century

Each coordinate is a sum of damped sine waves. Rational frequency ratios establish the figure; detuning makes successive loops drift apart. Damping contracts the trace, while the secondary pair gives the weave its depth. These are idealised small-angle pendulums.

waveorganic

Harmonograph

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Related

All patterns
{"generator":"GART","pattern":"harmonic-shells","seed":"","params":{"lobes":4,"relief":0.38,"rings":30,"yaw":24,"pitch":28,"fade":0.65}}

Harmonic Shells

{"generator":"GART","pattern":"spirograph","seed":"","params":{"motion":0,"motionSpeed":1,"gears":"13:5","pen":1.08,"traces":7,"spacing":0.025,"rolling":"inside","rotation":-90}}

Spirograph

{"generator":"GART","pattern":"interference","seed":"","params":{"version":2,"wavelength":0.16,"phase":1.4,"balance":0.86,"contours":5,"ax":-0.24,"ay":-0.18,"bx":0.23,"by":0.2,"stretch":1}}

Interference

{"generator":"GART","pattern":"spiral","seed":"spiral-01","params":{"motion":0,"motionSpeed":1,"seed":"spiral-01","turns":7,"arms":1,"spacing":0.78}}

Spiral

Variations

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