Chaos theory: Seven identical pendulums start with microscopic different angles (parts of a degree). Due to the nonlinearity of the motion equations, these differences grow exponentially—this is the 'sensitivity to initial conditions' that makes long-term motion prediction impossible.
⏱️ Simulation time0.0 s
🌀 Spread0.000
🔋 Energy of pendulum #10.000 J
🎯 Current ε0.00050
🔗 Pendulums in scene7
The pendulums start nearly in sync...
Time control
⚡ Speed1.0×
Simulation parameters
📏 Length of strings (l1/l2)1.00×
🌍 Gravity g9.81 m/s²
🎯 Epsilon ε (angle shift)0.0005
Scenarios presets
⌨️ Hotkeys: Space — pause/start · R — restart · T — toggles on/off · C — clear traces · +/- or ↑/↓ — velocity. Click the far ball of the pendulum to move it manually.
Drag for rotation · Watch as the pendulums diverge