STELLA NOVAEDUCATIONAL RESEARCH

INTERACTIVE WAVE-MATTER INSTRUMENT

CYMATICS VISUALIZER

Explore standing-wave pattern formation across fluids, granular media, plates, and clearly marked speculative visual modes.

LIVE FIELDSCIENTIFIC
Tap/click to add · drag to reposition · double-click to remove
2 cm
Frequency512.00 Hz
Amplitude0.72 a.u.
Wavelength2.93 cm
Nodes est.18
Mode (m,n)(4, 3)
Phase0.00 rad
Energy index0.52
MediumWater
05

Effects

Grounded controls + marked experiments

Physical / interpretive

Experimental

May produce deliberately non-physical results.

06

Audio

MUTED ON LOAD

Audio starts muted. Keep playback at a comfortable level, especially during sweeps and high-frequency laboratory mode.

07

Presets

Cultural and popular demonstrations are visual explorations, not evidence for extraordinary frequency claims.

LIVE INSTRUMENTATION

Signal Analysis

FFT Spectrum

512 Hz · -12.6 dB

Waveform Scope

20 ms window
08

Capture & Reporting

Client-side exports · no account required
09

Methodological Note

Open PDF

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Selected academic foundation

  1. Faraday, M. (1831). On a peculiar class of acoustical figures. Philosophical Transactions, 121, 299–340. DOI: 10.1098/rstl.1831.0018.
  2. Perlin, M., & Schultz, W. W. (2000). Capillary effects on surface waves. Annual Review of Fluid Mechanics, 32, 241–274. DOI: 10.1146/annurev.fluid.32.1.241.
  3. Javidinejad, A. (2013). Vibration modal solutions of the elastic circular membrane using Fourier-Bessel series. Journal of Theoretical and Applied Mechanics, 43(1), 19–26. DOI: 10.2478/jtam-2013-0002.
  4. Kovacic, I., & Kanovic, Z. (2023). Chladni plate in anechoic chamber. Symmetry, 15, 1748. DOI: 10.3390/sym15091748.

Core display model

The circular stage uses a reduced Fourier-Bessel field with medium-dependent visual scaling:

u(r,θ,t) = Σ Aᵢ Jₘ(kᵢr) cos[m(θ−θᵢ)+φᵢ] sin(ωᵢt+φᵢ)

Rectangular and square stages use separable sine modes, while local excitation points add damped radial contributions. The display is an educational reduced-order model, not a full Navier-Stokes or finite-element solver.

Interpretive limits

Patterns are generated from reduced modal and interference models. Frequency-to-pattern mapping depends on vessel dimensions, boundary conditions, drive geometry, material depth, temperature, viscosity, surface tension, and calibration. Cinematic and speculative modes intentionally prioritize visual exploration over physical prediction.

10

Local Comments

NO DATABASE

        

REPRODUCIBILITY

Every pattern is a parameter set.

The visual state can be exported as JSON with oscillator, medium, geometry, effect, and excitation-point parameters. Scientific mode keeps speculative transforms visibly classified and disabled by default.

Instrument guide

Choose an apparatus and medium, tune the drive frequency, then add excitation points directly to the stage. Scientific mode uses reduced modal equations; Cinematic mode applies enhanced glow and motion. Speculative media and experimental effects remain clearly marked.

  1. Drag the frequency dial vertically or use direct Hz entry.
  2. Add up to four oscillators with independent amplitude and phase.
  3. Use presets as starting states, then export JSON for reproducibility.
  4. Enable audio only at a comfortable device volume.

Side-by-side comparison

Saved state

Current state