BuildPhysics

Unit 4 · Linear Momentum

Fan Cart Impulse Lab & Simulation

Compare fan pushes on a moving cart. Use three time graphs to explain its turnaround, test the impulse–momentum relationship, and predict a new final velocity. Use this free virtual lab with the student handout for high school physics and AP Physics 1.

  • AP Physics 1
  • About 45 minutes
No account required · Runs in your browser · PDF and Word lab documents included
Fan Cart Impulse Simulation and Lab starting setupLaunch simulation

Central question

How does the area under the curve on a force–time graph predict the change in the cart’s velocity?

Plan the investigation

What students will do

Start with a guided comparison, then plan an investigation, analyze a graph, and check a prediction.

  1. Compare three pushes. Compare two rightward pushes, then reverse the fan. Use the motion graphs and the impulse up to the turnaround to explain why the cart stops.
  2. Plan a set of trials. Choose four peak fan forces, including rightward and leftward pushes. Measure the area under the curve and the velocities on either side of each pulse.
  3. Test the model. Plot measured impulse against velocity change. Use the slope to estimate the mass and check whether the line supports the impulse–momentum relationship.
  4. Predict another run. Use the fitted line and an unused peak force to predict the final velocity. Run the cart and check the prediction.

What students will learn

  • Connect a cart’s turnaround on position and velocity graphs with the impulse needed to stop it.
  • Compare the area under the curve on a force–time graph with momentum change.
  • Use measured data to test a model and predict a new velocity.

Common misconception

Does a smaller peak force always mean a smaller velocity change?

Compare the area under the curve for a brief strong push and a longer gentle push. Apply the same reasoning to stopping the cart.

Ready to investigate?

Open the prepared setup and follow the student handout.

Open Fan Cart Impulse lab documents in the simulation
Open simulation