ScientistGrades 9–11⏱ 20 min

Friction and ramps

Tilt a ramp until a block starts to slide, split gravity into parts, and compare ice, wood and rubber.

Standards: HS-PS2-1

1Wonder

A book lies still on a tilted desk. Tilt it a little more and suddenly it slides. What changed at that exact moment? And why do cars need rubber tires, not ice skates?

2Explore

Ramp lab

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Turn your phone sideways, or open this lesson on a tablet or computer. The explanation and quiz below work here.

20°gravity mgnormalfrictiondown the ramp: mg sin θ = 6.7 Nfriction can hold up to μₛN = 9.2 Nit starts to slide past θ = 26.6°SillyChili
Surface
Try this
  • On wood, raise the angle slowly and press Let go each time. At what angle does the block start to slide?
  • Try the same with ice and rubber. How does the sliding angle change?
  • Turn on Split gravity into parts. Which part pulls the block down the ramp? Which part presses it into the ramp?
  • Change the mass. Does a heavy block slide down faster than a light one?

3Explain

SillyChili
Step 1 of 5

Friction

No surface is perfectly smooth. When one surface slides or tries to slide on another, tiny bumps catch, making a force called friction. It always points against the sliding.

Blocks on rampsN=mgcos⁡θfmax⁡=μsNa=g (sin⁡θ−μkcos⁡θ)\begin{aligned} N &= mg\cos\theta \\ f_{\max} &= \mu_s N \\ a &= g\,(\sin\theta - \mu_k \cos\theta) \end{aligned}

The block starts to slide when tan θ is greater than μₛ. Friction always acts against the sliding.

4Practice

Question 1 of 5

A block slides down a ramp. Which way does friction on the block point?

5Recap

  • Friction acts along the surface, against sliding; the normal force is perpendicular to it.
  • On a ramp, gravity splits into mg sin θ (down the slope) and mg cos θ (into the slope).
  • The block slides when tan θ > μₛ.
  • Sliding acceleration: a = g (sin θ − μₖ cos θ), the same for every mass.