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Dynamics – Friction Dynamics – Friction

Dynamics – Friction - PowerPoint Presentation

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Dynamics – Friction - PPT Presentation

httpwwwaplusphysicscomcourseshonorsdynamicsfrictionhtml Unit 3 Dynamics Objectives and Learning Targets Define friction and distinguish between static and kinetic friction Determine the coefficient of friction for two surfaces ID: 618047

dynamics friction force unit friction dynamics unit force problem sample coefficient static normal surfaces kinetic sliding frictional surface coefficients

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Slide1

Dynamics – Friction

http://www.aplusphysics.com/courses/honors/dynamics/friction.html

Unit #3 Dynamics Slide2

Objectives and Learning Targets

Define friction and distinguish between static and kinetic friction.

Determine the coefficient of friction for two surfaces.Resolve a vector into perpendicular components: both graphically and 

algebraically.

Use vector diagrams to analyze mechanical systems (equilibrium and non-equilibrium).

Unit #3 Dynamics Slide3

Types of Friction

Friction - a force that opposes motion, acts parallel to a surface opposing the linear velocity of an object

There are two main types of friction.  Kinetic friction

 is a frictional force that opposes motion for an object which is sliding along another surface. 

Static friction

, on the other hand, acts on an object that isn't sliding. If you push on your textbook, but not so hard that it slides along your desk, static friction is opposing your applied force on the book, leaving the book in 

static equilibrium

.

The magnitude of the frictional force depends upon two factors: 1) The nature of the surfaces in contact. 2) The normal force acting on the object (FN).

Unit #3 Dynamics Slide4

Sample Problem #1

Unit #3 Dynamics Slide5

Sample Problem #1

Unit #3 Dynamics Slide6

Sample Problem #2

Unit #3 Dynamics

Question: A box is pushed toward the right across a classroom floor. The force of friction on the box is directed toward the

1. left

2. right

3. ceiling

4. floor

Answer:

 (1) left. Friction opposes motion.Slide7

Coefficient of Friction (μ

)The ratio of the frictional force and the normal force provides us with the coefficient of friction (µ)

, a proportionality constant that is specific to the two materials in contact

. You can look up the coefficient of friction for various surfaces from a variety of references. Make

sure

you choose the appropriate coefficient...

use the

static coefficient (µ

s) for objects which are not sliding, and the kinetic coefficient (µk) for objects which are sliding.

Unit #3 Dynamics Slide8

Coefficient of Friction (μ

)Unit #3 Dynamics

Generally, static coefficients of friction are larger than kinetic coefficients of friction for the same two surfaces. In some rare circumstances, the two coefficients can be equal. Never can the kinetic coefficient of friction be larger than the static coefficient. Often the coefficients of friction are between 0 and 1.

μ

k

μ

sSlide9

Choosing μ

A sled sliding down a snowy hill.

μk

A refrigerator at rest that you want to move.

μ

s

A car with tires rolling freely. μs , Why?A car skidding across pavement.

μ

k

, Why?

Unit #3 Dynamics Slide10

Sample Problem #3

Unit #3 Dynamics Slide11

Sample Problem #3

Unit #3 Dynamics Slide12

Friction Formula

Unit #3 Dynamics

The normal force always acts perpendicular to a surface

, and comes from the interaction between atoms that act to maintain its shape. In many cases, it can be thought of as the elastic force trying to keep a flat surface flat (instead of bowed). We'll use the normal force to help us calculate the magnitude of the frictional force.

The

force of friction

, depending only upon the nature of the surfaces in contact

(µ) and the magnitude of the normal force (F

N), therefore, can be determined using the formula:Slide13

Problem Solving

Unit #3 Dynamics

Solving problems involving friction requires us to apply the same basic principles we've been talking about throughout the dynamics unit...

1) drawing

a free body

diagram

2)applying

Newton's 2nd Law along the x- and/or y-axes 3) solving for our unknowns. The only new skill is drawing the frictional force on the free body diagram, and using the relationship between the force of friction and the normal force () to help us solve for our unknowns.

Let's

take a look at a sample problem

:Slide14

Sample Problem #4

Unit #3 Dynamics Slide15

Sample Problem #4

Unit #3 Dynamics Slide16

Sample Problem #5

Unit #3 Dynamics

http://

www.aplusphysics.com

/courses/honors/dynamics/

friction.htmlSlide17

Sample Problem #6

Unit #3 Dynamics

http://

www.aplusphysics.com

/courses/honors/dynamics/

friction.html