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⚖️ Torque & Balance

Pick a weight, then click a numbered spot on the beam to place it (click again to remove). Left side is red, right is blue.
Weight to place
Torque τ = m · g · d
↺ left torque58.8 N·m
right torque ↻39.2 N·m
verdicttips left
Balances when m₁·d₁ = m₂·d₂ — a small mass far out beats a big mass close in.

Torque & Balance Simulator: Seesaw, Moments & Levers

This torque simulator makes rotational equilibrium hands-on. Each weight on the beam creates a torque τ = m·g·d — its weight times its distance from the central pivot — and the beam tips toward whichever side has the larger total torque, sitting level only when the two sides are equal. Pick a mass and click a numbered spot to place it (left side red, right side blue); the beam tilts live and a card shows the left and right torques and the verdict. The key insight appears immediately: a light mass far from the pivot can balance a heavy mass close in, because torque depends on the moment arm, not weight alone — exactly why a child balances an adult on a seesaw and why wrenches have long handles. Predict which way a random arrangement tips, or hunt for the arrangement that sits perfectly level.

What you can do in this simulation

  • Place 1, 2, or 5 kg weights anywhere along a pivoted beam and watch it tilt live toward the heavier torque
  • A torque card shows left vs right N·m and the verdict (tips left, tips right, or balanced)
  • Discover the balance law m₁·d₁ = m₂·d₂ — balance a heavy mass near the pivot with a light one far out
  • Predict mode: call left / right / balanced for a random arrangement, with a score
  • See torque = force × moment arm: sliding a weight outward increases its turning effect

Concepts covered

torque · moment of force · rotational equilibrium · lever · seesaw · moment arm · mechanical advantage

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