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The egg drop challenge is a physics design problem where a fragile egg must survive a fall, often from a height like 3 m. The goal is not to stop the egg from falling, but to control how it stops when it hits the ground. This makes the project a practical way to study gravity, speed, momentum, impulse, force, and energy.

Good designs use data and testing instead of guessing.

Understanding Egg Drop Physics Challenge

A falling package does not keep gaining speed forever. Air pushes upward against the moving package. This drag force grows as speed rises.

Terminal velocity is reached when drag balances the package weight, so the speed becomes nearly constant. From a three metre drop, many compact egg packages do not have enough distance to reach terminal velocity. A wide parachute or a large, light structure may slow much more during the fall.

This is why shape matters before impact. A larger area facing downward usually creates more drag. Students should compare the actual fall time or use slow motion video rather than assuming every design lands at the same speed.

The most important part of the design is the stopping distance. A rigid box that stops over a very short distance gives the egg a sharp force. Soft materials compress, which lets the egg slow down over a longer time and distance.

Foam, sponge, crumpled paper, cotton, and bubble wrap behave differently because they have different stiffness. Very soft padding can fail if it compresses completely. Then the egg hits the hard base anyway.

Very stiff padding may barely compress, passing a large force to the egg. A useful design has enough thickness to compress without bottoming out. The egg should be held securely so it cannot strike the container walls after the outside package lands.

Mass creates a tradeoff. A heavier package has more momentum at a given speed, so it needs a larger impulse to stop. It has more impact energy too.

Extra mass can still help if it improves stability or allows stronger protection, but every added item should have a purpose. The centre of mass matters as well. A package with most of its mass low down is less likely to tumble.

A tumbling package may land on an unprotected edge. Students often meet the same ideas in bicycle helmets, car crumple zones, phone cases, sports mats, and shoe soles. These products manage impacts by spreading force over time, distance, or area.

A strong investigation changes one variable at a time. Keep the drop height, egg type, container size, landing surface, and release method as consistent as possible. Test several padding thicknesses or shapes, then repeat each condition enough times to notice random variation.

Record whether the egg survives, how far the padding compresses, package mass, fall time, and landing orientation. A stiffness versus survival rate chart can reveal that the best material is often in the middle rather than at either extreme. Include cracked eggs as failures even when the shell remains mostly intact.

Explain unusual results honestly, since an angled landing, a loose egg, or a different release can change the outcome. Good data shows not only which design worked, but why it worked.

Key Facts

  • Free-fall speed from height h: v = sqrt(2gh)
  • For a 3 m drop with little air resistance: v = sqrt(2(9.8)(3)) = 7.7 m/s
  • Momentum: p = mv
  • Impulse: J = F_avg Δt = Δp
  • Increasing stopping time lowers average force: F_avg = Δp / Δt
  • Impact energy before stopping: KE = 1/2 mv^2 = mgh

Vocabulary

Impulse
Impulse is the change in momentum caused by a force acting over a time interval.
Momentum
Momentum is the product of an object's mass and velocity, written as p = mv.
Stopping time
Stopping time is the time it takes for the egg and package to go from impact speed to rest.
Stiffness
Stiffness describes how strongly a material resists compression or bending when a force is applied.
Terminal velocity
Terminal velocity is the maximum falling speed reached when air resistance balances weight.

Common Mistakes to Avoid

  • Making the package too stiff, because a rigid shell can transfer a large force to the egg during a very short collision.
  • Adding mass without a purpose, because a heavier package has more momentum and usually needs more impulse to stop safely.
  • Ignoring how the egg is held in place, because a loose egg can keep moving inside the package and hit a hard wall after impact.
  • Assuming the egg reaches terminal velocity from 3 m, because short drops usually end before air resistance can balance the weight.

Practice Questions

  1. 1 An egg package is dropped from 3.0 m. Ignoring air resistance, calculate its impact speed using v = sqrt(2gh) with g = 9.8 m/s^2.
  2. 2 A 0.20 kg egg package hits the ground at 7.7 m/s and stops in 0.050 s. Find its momentum just before impact and the average stopping force.
  3. 3 Two designs have the same mass and fall from the same height. Design A uses soft padding that compresses for a longer time, while Design B uses a hard shell with little compression. Explain which design is more likely to protect the egg and why.