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GOOD MORNING!

• Today we will:
 • take notes on friction
 • compete the Physics To Go 2.7


• Do before the tardy bell:
 • get a textbook
 • get out your spiral
 • get out something to write with
WARM-UP: ANSWER IN YOUR
           SPIRAL
• You and a teammate are playing
  soccer. Your friend complains that
  she can’t “get a grip” on the ground.

 • What does she mean?
 • What advice would you give your
   friend?
THE MU OF THE SHOE
  COEFFICIENT OF FRICTION
FRICTION

• friction is a force that resists relative
  motion between two bodies in
  contact

 • in other words, friction is a force that
   resists the motion of an object
FRICTION

• In our lab you pulled a box at a
  constant velocity.

 • Newton’s second law tells us that a
   constant velocity can only happen
   when there is no net force on the box

 • Therefore, all of the forces on the shoe
   must add up to zero
FRICTION

• We know that the force of the box
  downward on the table was
  “balanced” by the upward force of
  the table on the box

• You applied a horizontal force to the
  box as you pulled it and measured
  this force with your spring scale.
FRICTION
• The box moved at a constant speed (so
  it wasn’t accelerating). Therefore, there
  was another force on the shoe of equal
  strength but in the opposite direction to
  the force you applied!

 • What was this force?

• How do we know it was a force of equal
  strength?
FRICTION
NORMAL FORCE
• NEW VOCABULARY ALERT!
 • The force that is directly perpendicular to the
   surface is called the “Normal Force”

• The normal force was equal in strength and
  in the opposite direction to the box’s
  weight.

 • You didn’t measure the normal force, you
   measured the weight of the box.

 • Why is this equal to the weight of the box?
COEFFICIENT OF SLIDING
       FRICTION
COEFFICIENT OF SLIDING
           FRICTION
• Sample Problem
 • A shoe has a weight of 5.0 N. If 1.5 N of
   applied horizontal force is required to
   cause the shoe to slide with constant
   speed what is the coefficient of sliding
   friction?
COEFFICIENT OF SLIDING
           FRICTION
• μ does not have any units because it
  is a force divided by a force

• μ usually is expressed in decimal form
 - for instance:
 • 0.85 for rubber on dry concrete
 • 0.60 for rubber on wet concrete
COEFFICIENT OF SLIDING
            FRICTION
• μ is valid only for the pair of surfaces
  in contact when the value is
  measured

 • any significant change in either surface
   may cause the value of μ to change
COEFFICIENT OF SLIDING
           FRICTION
• the situation in this section was
  chosen deliberately so that the
  perpendicular force (normal force)
  was exactly equal to the weight.

• things get more complicated if the
  box (or any object) is on a tilted
  surface OR the pulling force is angled
  upward or downward
THE GREEK ALPHABET

• there are not enough letters in the
  English alphabet to provide the
  number of symbols needed in
  physics, so scientists use letters from
  other alphabets

• μ is a Greek letter – it is pronounced
  “mew”
FRICTION

• why was the lab called “Mu of the
  Shoe”?

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Coefficient of Friction

  • 1. GOOD MORNING! • Today we will: • take notes on friction • compete the Physics To Go 2.7 • Do before the tardy bell: • get a textbook • get out your spiral • get out something to write with
  • 2. WARM-UP: ANSWER IN YOUR SPIRAL • You and a teammate are playing soccer. Your friend complains that she can’t “get a grip” on the ground. • What does she mean? • What advice would you give your friend?
  • 3. THE MU OF THE SHOE COEFFICIENT OF FRICTION
  • 4. FRICTION • friction is a force that resists relative motion between two bodies in contact • in other words, friction is a force that resists the motion of an object
  • 5. FRICTION • In our lab you pulled a box at a constant velocity. • Newton’s second law tells us that a constant velocity can only happen when there is no net force on the box • Therefore, all of the forces on the shoe must add up to zero
  • 6. FRICTION • We know that the force of the box downward on the table was “balanced” by the upward force of the table on the box • You applied a horizontal force to the box as you pulled it and measured this force with your spring scale.
  • 7. FRICTION • The box moved at a constant speed (so it wasn’t accelerating). Therefore, there was another force on the shoe of equal strength but in the opposite direction to the force you applied! • What was this force? • How do we know it was a force of equal strength?
  • 9. NORMAL FORCE • NEW VOCABULARY ALERT! • The force that is directly perpendicular to the surface is called the “Normal Force” • The normal force was equal in strength and in the opposite direction to the box’s weight. • You didn’t measure the normal force, you measured the weight of the box. • Why is this equal to the weight of the box?
  • 11. COEFFICIENT OF SLIDING FRICTION • Sample Problem • A shoe has a weight of 5.0 N. If 1.5 N of applied horizontal force is required to cause the shoe to slide with constant speed what is the coefficient of sliding friction?
  • 12. COEFFICIENT OF SLIDING FRICTION • μ does not have any units because it is a force divided by a force • μ usually is expressed in decimal form - for instance: • 0.85 for rubber on dry concrete • 0.60 for rubber on wet concrete
  • 13. COEFFICIENT OF SLIDING FRICTION • μ is valid only for the pair of surfaces in contact when the value is measured • any significant change in either surface may cause the value of μ to change
  • 14. COEFFICIENT OF SLIDING FRICTION • the situation in this section was chosen deliberately so that the perpendicular force (normal force) was exactly equal to the weight. • things get more complicated if the box (or any object) is on a tilted surface OR the pulling force is angled upward or downward
  • 15. THE GREEK ALPHABET • there are not enough letters in the English alphabet to provide the number of symbols needed in physics, so scientists use letters from other alphabets • μ is a Greek letter – it is pronounced “mew”
  • 16. FRICTION • why was the lab called “Mu of the Shoe”?