Simple Harmonic Motion Simulator

System Configuration

1.00x
1.00x

Pendulum Parameters

0.80 rad
0.000
2.00 kg
2.00 m
9.81 m/s²
2.84 s
Physical Motion Simulation & Phasor Map Pendulum Mode
Energy Analysis Window (Ekin = 12mv2, Epot = mgh, Etot = Ekin + Epot)
― Ekin ― Epot ― Etot
Amplitude Dynamics Simulation (x(t) = Ae-γtcos(ωt + φ))
― x(t) Position -- ±A(t) Envelope
Current Position x(t) x(t) = 0.000 rad
Velocity v(t) v(t) = 0.000 m/s
Acceleration a(t) a(t) = 0.000 m/s²
Kinetic Energy (Ekin) 0.000 J
Potential Energy (Epot) 0.000 J
Total Energy (Etot) 0.000 J
Horizontal Trigonometric Distance (d = L · sin(θ)) d = 0.0000 m
Pendulum Displacement Gap Arc y: 0.00m | Linear Chord r: 0.00m