Pendulum Wave Synchronization
15 pendulums with graduated lengths cycle through traveling-wave, chaos, and re-synchronization patterns.
Each pendulum swings as a closed-form simple harmonic oscillator (no numerical integration); rod lengths are analytically solved from T=2π√(L/g) so pendulum i completes BASE_CYCLES+i swings during one realignment window, producing a rolling wave that drifts into chaotic-looking interference before snapping back into perfect unison.
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• Pendulums: 15
• Realignment cycle: 60s
• Base oscillation count: 51
• Max swing angle: 28°
• Method: exact SHM per pendulum, graduated rod length

Speed multiplier: 1.00x Pendulum count: 15 Max swing angle: 28° Realignment cycle: 60s Base oscillation count: 51 Camera auto-rotate speed: 0.0 Bob color hue