This project involves constructing a small-scale trebuchet, a type of medieval siege engine. You will then experiment with variables like the counterweight mass and projectile mass to see how they affect the launch distance of a projectile, exploring concepts of potential and kinetic energy.
If the mass of the counterweight on a trebuchet is increased, then the launch distance of the projectile will also increase, because a heavier counterweight provides more gravitational potential energy to be converted into the kinetic energy of the projectile.
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Research trebuchet designs and create a plan for your model.
Construct the frame of the trebuchet, ensuring it is stable.
Build the throwing arm with the axle, pouch, and a place to attach the counterweight.
Assemble the trebuchet.
Choose a projectile with a constant mass for your first set of experiments.
Attach a small counterweight to the arm and launch the projectile. Measure and record the distance it travels.
Repeat the launch 3-5 times to get an average distance for that counterweight.
Increase the mass of the counterweight and repeat the launch tests, recording the average distance for each new mass.
Graph the launch distance as a function of the counterweight mass.
(Optional) Conduct a second experiment where you keep the counterweight constant and vary the mass of the projectile.
As the counterweight mass increases, the launch distance of the projectile should also increase, up to a certain point. This is because the potential energy of the counterweight (PE = mgh) is converted into the kinetic energy of the projectile (KE = 1/2mv²). A larger counterweight mass means more potential energy is available for the launch. However, there may be an optimal ratio of counterweight mass to projectile mass for maximum distance.
The mass of the counterweight (and optionally, the mass of the projectile).
The launch distance of the projectile.
The design of the trebuchet, the length of the throwing arm, the length of the sling, and the projectile mass (when testing the counterweight).
Be very careful when building and operating the trebuchet. Never stand in front of it during a launch. Wear safety glasses. Use soft projectiles and launch in a large, open area away from people and fragile objects.
Bring your trebuchet to the science fair (if allowed) for a demonstration (without launching).
Use diagrams to explain the energy transformations from potential energy to kinetic energy.
Present your data in a clear graph and discuss the relationship you found between the variables.
A trebuchet is a type of catapult that uses a heavy counterweight to swing a throwing arm and launch a projectile. When the counterweight is released, gravity pulls it down, causing the long end of the arm to swing up at a high speed. The projectile, held in a sling at the end of the arm, is then released at the optimal point in the arc, sending it flying through the air.
While both are siege engines, a trebuchet uses a falling counterweight to generate its power, while a traditional catapult (like a mangonel) uses tension, usually from twisted ropes or a bent piece of wood, to store and release energy.
The main factors are the mass of the counterweight, the mass of the projectile, the length of the throwing arm, the length of the sling, and the release angle. Optimizing the ratio between the counterweight and projectile mass is key to achieving maximum distance.
