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Static and kinetic friction are forces that are a result of two surfaces in contact with each other Static friction is the force that must be overcome to cause an object to begin moving, while kinetic friction occurs between two objects in motion relative to each other The kinetic friction force, Ff, kinetic, is defined by Ff, kinetic k FN, where k is the coefficient of kinetic friction and FN is the normal force acting on the object The maximum static frictional force, Ff, max static , is defined by Ff, static s FN where s is the coefficient of static friction and FN is the normal force on the object The maximum static frictional force that must be overcome before movement is able to begin is sFN If you apply a constant force to pull an object along a horizontal surface at a constant speed, then the frictional force opposing the motion is equal and opposite to the applied force, Fp Therefore, Fp Ff The normal force is equal and opposite to the object s weight when the object is on a horizontal surface and the applied force is horizontal



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How can the coefficient of static and kinetic friction be determined for an object on a horizontal surface

on an object starting in motion and already in motion Use numbers to calculate s and k Compare and contrast values of s and k Analyze the kinetic friction results Estimate the angle where sliding will begin for an object on an inclined plane

TabLe 1-1





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1 Check your spring scale to make sure that it reads zero when it is held vertically If necessary, follow your teacher s instructions to zero it 2 Attach the pulley to the edge of the table with a C-clamp 3 Attach the string to the spring scale hook and the wood block 4 Measure the weight of the block of wood, or other small object, and record the value as the normal force, FN, in Data Tables 1, 2, and 3 5 Unhook the string from the spring scale and run it through the pulley Then reattach it to the spring scale 6 Move the wood block as far away from the pulley as the string permits, while having it remain on the wood surface 7 With the spring scale oriented vertically so that a right angle is formed between the wood block, the pulley, and the spring scale, slowly pull up on the spring scale Observe the force that is necessary to cause the wood block to begin sliding Record this value for the static frictional force in Data Table 1

FN (N) Fs (N) Ff (N)

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In Example 3-5 we discovered that the impedance looking into a lossless (or very low loss) half-wavelength transmission line is the load impedance: Z = ZL [330]

(Angle, , when sliding begins on an incline) tan *

0 5 6 8 9 11 12 14

8 Repeat steps 6 and 7 for two additional trials 9 Repeat steps 6 and 7 However, once the block begins sliding, pull just hard enough to keep it moving at a constant speed across the other horizontal surface Record this force as the kinetic frictional force in Data Table 2 10 Repeat step 9 for two additional trials 11 Place the block on the end of the surface Slowly raise one end of the surface to make an incline Gently tap the block to cause it to move and overcome static friction If the block stops, replace it at the top of the incline and repeat the procedure Continue increasing the angle, , between the horizontal and the inclined surface, and tapping the block until it slides at a constant speed down the incline Record the angle, , in Data Table 4

1 Compare and Contrast Examine your values for s and k Explain whether your results are reasonable or not 2 Use Models Draw a free-body diagram showing the forces acting on the block if it is placed on an incline of angle Make certain that you include the force due to friction in your diagram 3 From your diagram, assuming that the angle, , is where sliding begins, what does tan represent 4 Compare your value for tan s , and k (experimental),

1 Average the data for the static frictional force, Fs, max, from the three trials and record the result in the last column of Data Table 1 and in Data Table 3 2 Average the data for the kinetic frictional force, Ff, from the three trials and record the result in the last column of Data Table 2 and in Data Table 3 3 Use the data in Data Table 3 to calculate the coefficient of static friction, s, and record the value in Data Table 3 4 Use the data in Data Table 3 to calculate the coefficient of kinetic friction, k, and record the value in Data Table 3 5 Calculate tan for your value in Data Table 4

If you were downhill skiing and wished to determine the coefficient of kinetic friction between your skis and the slope, how could you do this Be specific about how you could find a solution to this problem

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