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TECHNOLOGY-BASED LAB ACTIVITIES

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DEVELOPING THE MODEL<br />

The two basic kinds of frictional forces are static friction and kinetic friction.<br />

Each of these kinds of friction can be characterized using a coefficient of friction—m<br />

s for static friction and m k for kinetic friction. The best way to compare<br />

the frictional characteristics of different shoes is to determine these two coefficients<br />

of friction for each shoe.<br />

Before starting this lab, do the following exercises:<br />

1. Use a piece of tape to securely attach a piece of string to the heel of a shoe<br />

about one centimeter above the sole. Place the shoe on a table or on the<br />

floor in a clear area. Use the string to pull the shoe gently with a small horizontal<br />

force. Very gradually, taking at least one full second, increase the force<br />

until the shoe starts to slide. Once the shoe is moving, keep it moving at a<br />

constant speed for at least another second. Repeat this exercise several times,<br />

and feel how the force changes over time. Sketch a graph of the force you<br />

exerted over time.<br />

2. Label the point on your graph where you felt you had to exert the strongest<br />

force. The force you exerted at that moment is the maximum force of static<br />

friction (F s,max ). What was happening to the shoe at that point?<br />

3. Label the part of the graph in which the force you exerted was constant over<br />

time. This force is the force of kinetic friction (F k ). What was happening to<br />

the shoe during this time?<br />

4. Describe how the graph you sketched might look different if someone’s<br />

weight had been pressing down on the shoe.<br />

5. What determines the magnitude of the normal force on a shoe resting on a<br />

flat surface? What determines the magnitude of the normal force on a shoe<br />

worn by a roofer walking across an inclined roof?<br />

6. What force was responsible for causing the shoe to move in exercise 1? What<br />

force is responsible for causing a roofer’s foot to slip along an inclined roof?<br />

7. The coefficients of friction for static and kinetic friction can be calculated<br />

using the following equations:<br />

m s = ⎯ F s,max<br />

Fk<br />

⎯ and m k = ⎯<br />

F<br />

F<br />

n<br />

What do you think would happen to the value of m s and m k for the<br />

shoe/floor combination if the shoe had someone’s foot pressing down on it?<br />

Explain your answer.<br />

PROCEDURE<br />

1. Prepare two sets of blank data tables like the ones shown in the Data Tables<br />

section. The first two tables will be for the static friction and kinetic friction,<br />

respectively, of the first shoe. The second two tables will be for the static friction<br />

and kinetic friction of the second shoe.<br />

2. If the shoes do not already have strings attached, use tape to securely attach<br />

a piece of string to the heel of each shoe about one centimeter above the<br />

sole. Measure the mass of each shoe, and record your measurements in the<br />

appropriate data tables.<br />

n<br />

Copyright © by Holt, Rinehart and Winston. All rights reserved.<br />

26 HOLT PHYSICS Technology-Based Lab Activities

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