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Unit 2, Part 1 · Force and Translational Dynamics

Critical Angle of Friction Lab & Simulation

Bracket the angle where a resting block begins to slide, then test how that critical angle depends on static friction. Use this free virtual lab with the student handout for high school physics and AP Physics 1.

  • AP Physics 1
  • About 60 minutes
No account required · Runs in your browser · PDF and Word lab documents included
Critical Angle of Friction Simulation starting setupLaunch simulation

Central question

How does the critical angle depend on the coefficient of static friction?

Plan the investigation

What students will do

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

  1. Locate the transition. Compare resting and sliding trials at several incline angles with the same friction settings.
  2. Design and collect. Choose at least five static-friction coefficients. For each one, bracket the onset of sliding while keeping kinetic friction fixed.
  3. Analyze the relationship. Choose transformed graph quantities that produce a straight line and evaluate the critical-angle model.
  4. Explain and predict. Use force balance and the transition intervals to predict and test the critical angle for an unused coefficient.

What students will learn

  • Relate the onset of sliding to limiting static friction.
  • Bracket a threshold rather than assume an exact transition.
  • Test a trigonometric model using transformed data.

Common misconception

Does doubling static friction double the critical angle?

The model connects the coefficient with the tangent of the critical angle, rather than angle alone.

Ready to investigate?

Open the prepared setup and follow the student handout.

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