Physics Simulation Lab

Explore the Impulse-Momentum Theorem: J = F·Δt

Impact Parameters
Manipulate strike physics in real-time
10.0 m/s
7.0 kg
Your body weight: 70.0 kg (154.3 lbs)
Current: 10% of body mass
50 ms
⚠ Power Leak: 100%(Loose heel/extended contact)
Calculated Physics
Real-time force and momentum analysis
Momentum (p)
70.0
kg·m/s
Impulse (J)
70.0
N·s
Average Force (F)
1400
Newtons
Formula: F = Δp / Δt = (m × v) / Δt
Key Insight: Force is inversely proportional to contact time
Application: Snap strikes (short Δt) maximize peak force
Performance Benchmark95th percentile
How your force output compares
Your Force:1400N
White Belt Average:400N

Outstanding! You're generating 1400N, well above the White Belt Average (400N).

Tip: Excellent! Focus on consistency and technique refinement.

Force-Time Curve
Real-time visualization of impact dynamics with double-peak muscle activation
261218243036425062687486100Time (ms)0650130019502600Force (N)
The Science Explained

The Snap (Low Δt)

Contact time of 10-20ms. Force spikes dramatically because energy is delivered in a shorter timeframe. The target cannot accelerate away, so energy dissipates internally causing tissue damage. Like a car hitting a concrete wall.

The Push (High Δt)

Contact time of 100ms+. Lower peak force but higher displacement. Energy transfers slowly, allowing the target to move away. Like a car with crumple zones - the extended contact time reduces peak force.

Double Peak Activation

Elite strikers exhibit a double-peak force pattern: initial contact spike followed by maximum force delivery. This is achieved through precise timing of muscle activation and joint stiffening.