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01 Braking

Aim

To show the difference between braking on the rear wheels and braking on the front wheels. (To show an application of the difference between static- and kinetic friction.)

Subjects

Diagram

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Figure 1:.

Equipment

Presentation

Roll cart 1 down the incline (all wheels free) and ask the audience: “In case of rolling down an incline is it advisable to have braking (or better: “blocking”), on the rear wheels or on the front wheels, in order to have a controlled descent?” Most people guess: “rear wheels” or “doesn’t it matter which wheels you block”. Then place cart 2 with the blocked wheels at the rear, on the inclined board and permit it to go down. During this run the car reverses itself and slides down rear end first (skidding). See Figure 2.

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Figure 2:.

If the blocked wheels are at the front, the car slides down without skidding. It stays inline on the inclined plane. See Figure A in Diagram: The cart had its blocked wheels in front and is launched under a small angle with the direction of the inclined plane. During its run it lines up into the direction of the inclined plane.

Explanation

When a wheel is rolling, it is governed by static friction. When a wheel is sliding, it is governed by kinetic friction. The coefficient of static friction is higher than the coefficient of kinetic friction (see, for instance, the demonstration “Sliding towel” in this database). Figure 3 shows the effect of this on the cart in case of blocked wheels at the rear: The frictional force at the rear wheels is lower than that on the front wheels (supposing equal normal forces on the wheels), and so the resultant force into the downward direction along the plane is highest on the rear wheels. This means a higher acceleration along the plane and in due time the rear wheels will overtake the front wheels.

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Figure 3:.

Now it will be easy to explain also the situation of blocked front wheels. In that situation the front wheels will have the highest acceleration, resulting in lining the car into the direction of the inclined plane

Remarks

Sources