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Toys & Play

Bouncing balls, flying paper, spinning tops — familiar toys are secretly excellent physics demonstrations. Explore lift, drag, energy loss, and elasticity through things you can actually hold in your hands.

🔬 Simulations

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Bouncing Ball
Drop any ball and watch energy vanish with each bounce. Compare basketball, tennis, rubber, and more — who bounces longest?
Beginner
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Paper Airplane
Throw a paper plane at any angle and speed. Real aerodynamic forces — lift, drag, gravity — trace out its glide path.
Beginner
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★★☆ Medium
Yo-Yo Physics
Watch a yo-yo unwind and rewind: I = ½MR², rotational Newton 2nd law, energy split between gravitational PE, translational KE and rotational KE.
Rotational MechanicsMoment of Inertia
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Yo-Yo
Rotational kinetic energy and angular momentum. Why does a yo-yo sleep? Why does it climb back?
Coming soon
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Kite
Aerodynamics of a kite: how angle of attack, wind speed and string tension all interact to keep it aloft.
Coming soon

📖 About Toy Physics

Toys make excellent physics laboratories. A bouncing ball demonstrates the coefficient of restitution — the ratio of energy preserved after each collision. A paper airplane illustrates lift and drag — the same forces that keep a Boeing 747 in the air. A yo-yo is a textbook problem in rotational mechanics that children master intuitively long before they encounter the equations.

What makes these simulations valuable is that you already have an intuition for the objects. You know roughly how high a basketball should bounce. You know a paper airplane throws better at a gentle angle than straight up. These simulations let you verify and deepen that intuition by adjusting the parameters and watching the physics respond in real time.

There are no formulas to memorise here. Just throw, bounce, and observe.

📐 Key Concepts

Coefficient of Restitution
COR = vrebound / vimpact. Determines how much kinetic energy a ball keeps after bouncing. COR=1 is perfectly elastic; COR=0 is a dead impact (no rebound).
Lift Force
L = ½ × ρ × CL × A × v². Air deflected downward by a wing pushes the wing upward. Lift depends on speed squared — double the speed, four times the lift.
Drag Force
D = ½ × ρ × CD × A × v². Air resistance opposing forward motion. Also grows with v² — fast objects fight much more drag than slow ones.
Energy Loss per Bounce
After n bounces: hn = h0 × COR2n. Energy remaining = COR2n × 100%. A superball with COR=0.92 still has 44% energy after 10 bounces; a steel ball (COR=0.55) has only 0.5%.

❓ FAQ

Why does a superball bounce so much higher than a steel ball? The coefficient of restitution (COR) measures how much kinetic energy is preserved after impact. A superball (COR ≈ 0.92) retains about 85% of energy per bounce. Steel (COR ≈ 0.55) retains only 30%, because the hard surfaces convert most energy to heat and sound.
Why does a paper airplane glide instead of falling straight down? As the plane moves forward, even a flat wing at a small angle forces air downward. Newton's third law: air pushes the wing upward — this is lift. Lift balances gravity and lets the plane glide. When speed drops too low, lift vanishes and the plane descends.
What angle gives the best distance for a paper airplane? Unlike a simple projectile (where 45° is optimal), a paper plane flies best with a shallow 10–20° launch angle. This keeps the wing at an efficient angle of attack throughout the flight, maximising the lift-to-drag ratio and total glide distance.

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