Presentation on theme: "FRICTION SLEDS, SANDPAPER, AND LOTS of SLIDING. Friction Any force that resists motion It involves objects that are in contact with each other. This is."— Presentation transcript:
Friction Any force that resists motion It involves objects that are in contact with each other. This is the force that keeps an object from sliding down and incline plane.
Some scientists believe that friction is caused by uneven surfaces of the touching objects – when rubbed together resistance is offered. Experiments have shown that tiny particles are actually torn from one surface and imbedded in the other. If two surfaces were carefully polished, there is a limit to the amount by which friction may be reduced. If made too smooth, the friction between them actually increases.
Examples of Friction Tires on the road Walking/Running Nails into wood Sled on hill
Principles of Friction Friction acts parallel to the surface that are in contact. The direction that friction acts is OPPOSITE the direction of the motion (or intended motion). F weight F normal F applied F friction(k)
There are two types of friction: Static Friction – the frictional force present just before motion begins. Starting Friction is when Static Friction is at is maximum. Kinetic Friction – the frictional force present with motion Note: Static Friction is usually higher than Kinetic Friction
Friction depends on the nature of the material in contact and the smoothness of their surfaces. Static Friction is usually higher than Kinetic Friction because it is harder to get something started than it is to keep it going. Friction is practically independent of the area of contact
The Coefficient of Friction Frictional Force, both static and kinetic, is directly proportional to the force pressing the two surfaces together. The more weight, the more friction. The missing link to the above equation is the Coefficient of Friction, or μ:
PROBLEMS A 75 kg crate is to be pushed up an incline plane 5 m long that makes an angle of 20° with the horizontal. If the coefficient of static friction between the crate and the inclined plane is 0.20, how much force must be given to get it started up the incline? If the coefficient of kinetic friction is 0.15, how much applied force is needed to keep it going at a constant speed up the incline.
Given: m=75 kg; l=5 m; θ=20°; μ s =0.20; μ k =0.15 F w =mg FfFf F n =mg(cosθ)FaFa θ F p =mg(sinθ)
Take into account the last problem. After you have the crate moving up the incline at a constant speed, you want to give it an acceleration of 1.7 m/s 2. What is the new force needed to accomplish this task?
A 300 kg sled is pulled at constant speed over a level, horizontal, snow covered surface. The rope that is used to pull the sled makes a 30° angle with the horizontal. If the coefficient of friction is 0.10, find the force required.
Given: m=300 kg; θ=30°; μ k =0.10 FnFn F x (cos θ) FfFf FwFw FaFa θ F y (sin θ) F ax -F f =ma x *note: a x is 0 because we are at a constant speed F ay +F n -F w =ma y *note: a y is 0 because the sled never moves up and down