Slowtide: famous crop formations and ancient sacred figures, each converted into a fundamental frequency and a set of partials, shown next to the Chladni nodal pattern that frequency would raise on a vibrating plate. A free plate mode lets you set a tone or sing into a microphone and watch the pattern form.

Cymatics · field register

Slowtide

A vibrating plate scattered with sand sorts itself into figures — the sand settling wherever the plate holds still. This runs that idea backwards. Famous crop formations, and the ancient figures they echo, are read as sound: the geometry sets a fundamental and a stack of partials, and beside each one is the pattern that frequency would raise in sand on Ernst Chladni's plate. Or skip the field entirely and raise your own — by tone, or by voice.

Crop formations

Ancient figures · and your own

Playback

stopped · press Play

Source
220
0.035
0.70
14
70

Sing low → big lazy loops. Go up top → fine filigree. Bright lines are nodes — where the sand settles. Both plates are driven-vibration models: every mode answers by how near it sits to resonance with each spectral peak of what's sounding, so the figures morph continuously with pitch and blend when several notes sound. The microphone is analysed in your browser and never recorded.

Formation · aerial
Fundamental · Hz
Symmetry
Span
Plate mode
Round plate · scaled to the span

Partial stack

harmonics of the fundamental · lit bars fall on multiples of the symmetry
1stpartial number →14th

How the translation works

Five readings off one drawing

  1. Span → pitch.The figure's overall size sets the fundamental. A wider mark in the crop sounds lower, the way a longer string or a larger plate does; a hand-sized amulet rings up in a higher register than any field.
  2. Symmetry → harmony.N-fold rotational symmetry lifts the Nth partial and its multiples — the same partials a plate divides into when it carries N nodal diameters.
  3. Rings → timbre.Concentric bands in the design push energy higher or lower in the partial stack, giving each figure its colour. Where a figure encodes numbers — the digits of π, the Horus-eye fractions — those numbers are used as the partial amplitudes directly.
  4. Lay → attack.A swept, spiral lay rolls the upper partials off gently and warm; a hard geometric lay keeps them bright and present.
  5. Then the plate.The figure's sound drives a round plate scaled to its span. A round plate can only hold still along spokes and rings — the crop-circle family — and the tone is set where the mode that shares the figure's symmetry resonates: six spokes for a six-fold formation. The partials add fainter lines. So the sand rhymes with the figure without copying it: it is the shape of the figure's sound, computed as a real forced vibration.

Raise your own. Pick Your own tone at the end of the strip. Then both plates stop following a figure and follow sound. The model is a driven plate's: each mode responds with amplitude 1 / (ωk² − ω² + i·2ζωkω), so whichever modes sit nearest each spectral peak carry the figure, and it morphs continuously as the pitch moves rather than jumping between pictures. Square-plate modes go as m² + n² (bending stiffness); the circular plate on the left uses Bessel-function modes with a free edge — rings and spokes, the crop-circle family — drawn as flattened crop. Drag the tone slider and play, or use the microphone and sing, bow, or play a record: several notes at once excite several figures, and you see their sum.

Dossier

Location
Reported
Form
Span (used)

Microphone

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Tap Allow microphone below, then tap Allow on the permission your browser shows. The sound is analysed on your device and never recorded or sent anywhere.

Source

Location
Coordinates
Reported
Form

Original photographs & sources