🎶 Water Vibration Simulator

This simulation shows how multiple oscillators placed in a circle generate waves on a grid surface, visualizing interference and vibrations.

🎼 Musical Relation

Each oscillator corresponds to a note in a chosen musical key and scale. The simulated waves model the propagation and superposition of sound vibrations in space.

• Oscillator positions are fixed on a circle, with adjustable radius via a slider control.
• Oscillators can be muted individually through a list of omitted intervals (checkboxes), illustrating the effect of missing notes.
• The wave grid display can be adjusted in resolution (point spacing) to observe interference detail.

🧠 Physical Background

Each oscillator generates a sinusoidal wave whose phase depends on the note's frequency and distance to each grid point.

Waves attenuate with distance exponentially, modeling amplitude decay.

Superposition of waves creates a dynamic visual pattern reflecting constructive and destructive interference.

This visualization strongly links wave physics, sound mathematics, and musical theory.