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DO NOW (BRAIN POP) page 50/52

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DO NOW (BRAIN POP) page 50/52 WRITE THE QUESTIONS AND THE ANSWERS What is the difference between ROTATION and REVOLUTION? Why do people not fall off carnival rides ... – PowerPoint PPT presentation

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Title: DO NOW (BRAIN POP) page 50/52


1
DO NOW (BRAIN POP) page 50/52
  • WRITE THE QUESTIONS AND THE ANSWERS
  • What is the difference between ROTATION and
    REVOLUTION?
  • Why do people not fall off carnival rides when it
    tips vertically?
  • hinthint page 122-123 AND page 126 of the
    TEXTBOOOK

2
CIRCULAR MOTION
PAGE 51 OF YOUR NOTEBOOK CORNELL NOTES
3
ROTATION AND REVOLUTION
  • Rotation is a spin about an axis located within
    the body.
  • Revolution is movement around an axis outside the
    body
  • Ex. A wheel rotates its rim revolves

4
Rotating or Revolving?
5
Rotating or Revolving?
6
Rotating or Revolving?
7
Rotating or Revolving?
8
Rotating or Revolving?
9
Rotating or Revolving?
10
Rotating or Revolving?
11
Rotating or Revolving?
12
LINEAR SPEED
  • Linear speed is the distance moved per unit of
    time
  • Linear speed is greater on the outer edge of a
    rotating object than it is closer to its axis
  • For circular motion we use the terms linear speed
    and tangential speed interchangeably.

13
TANGENTIAL SPEED
  • Tangential speed is the speed of something moving
    along a circular path
  • The direction of motion is always tangent to the
    circle
  • Depends on the rotational speed and the distance
    of the axis of rotation.

14
Rotational speed
  • Sometimes called angular speed is the number of
    rotations per unit of time, or how fast the angle
    changes.
  • Commonly expressed as RPM, revolutions per
    minute.
  • hinthint Figure 9.3 on page 124 (ladybugs)
  • Examples
  • The "second" hand of a conventional analogue
    clock rotates at 1 rpm.
  • A washing machine drum may rotate at 500 to 2000
    rpm (833 Hz) during the spin cycles.
  • Automobile Engines are usually operated at around
    2500 rpm (41 Hz), with the minimum speed usually
    around 1000 rpm (16 Hz)
  • Audio CD players read their discs at a constant
    150 kB/s and thus must vary the disc's rotational
    speed from around 500 rpm (actually 8 Hz), when
    reading at the innermost edge, to 200 rpm
    (actually 3.5 Hz) at the outer edge

15
Relationship between Tangential and Rotational
Speed
  • Tangential Speed is directly proportional to the
    rotational speed and the radial distance from the
    axis of rotation.
  • Tangential speed radial distance X rotational
    speed
  • v r?

16
  • At the center of a rotating platform, right at
    its axis, you have no tangential speed, but you
    do have rotational speed.
  • As you move away from the center, you move faster
    and increase your tangential speed while your
    rotational speed stays the same.
  • In a rigidly rotating system all parts have the
    same rotational speed, but the linear or
    rotational speed varies.

17
Problem 1
  • The radius of a CD in a computer is 0.06 m. If a
    microbe riding on the discs rim has a tangential
    speed of 1.88 m/s. What is the discs angular
    speed?

18
Problem 2
  • During the spin cycle of a washing machine, the
    clothes stick to the outer wall of the barrel as
    it spins at a rate as high as 1800 revolutions
    per minute. The radius of the barrel is 26 cm.
  • Determine the speed of the clothes (in m/s) which
    are located on the wall of the spin barrel.

19
Problem 3
  • A manufacturer of CD-ROM drives claims that the
    player can spin the disc as frequently as 1200
    revolutions per minute.
  • If spinning at this rate, what is the speed of
    the outer row of data on the disc this row is
    located 5.6 cm from the center of the disc?

20
VENN DIAGRAM (REVOLUTION VS ROTATION) PAGE 50
21
Introduction to Centripetal Acceleration
  • Centripetal acceleration is the
  • acceleration that is directed towards the
  • center of a circular path.

22
Activity- Circular Motion
  • Rotate marble in aluminum pan and answer the
    following questions in your notebook.
  • Is the marble revolving or rotating around the
    pan?
  • What is causing it to move around the outer wall
    of the pan?
  • What determines how fast it will go?
  • Which of Newtons Laws apply?
  • What forced are acting on the marble and the pan?
  • Predict how the marble would move if released
    from the pan?
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