Circular Motion - PowerPoint PPT Presentation

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Circular Motion

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Force toward the center from an object, holding it in circular motion. At right angle to the path of motion, not along its distance, therefore does NO work on object ... – PowerPoint PPT presentation

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Title: Circular Motion


1
Circular Motion
2
Rotation and Revolution
  • Rotation-Around an Internal Axis
  • Earth rotates 24 hours for a complete turn
  • Linear versus rotational speed
  • Linear is greater on outside of disk or
    merry-go-round, more distance per rotation
  • Linear is smaller in middle of disk, less
    distance per rotation.
  • Rotational speed is equal for both
  • Rotations per minute (RPM)
  • Linear speed is proportional to both rotational
    speed and distance from the center

3
Rotation and Revolution
  • Revolution-Around an External Axis
  • Earth revolves 365.25 days per trip around sun
  • Same relationship between linear and revolutional
    speeds as with rotational
  • Planets do not revolve at the same revolutional
    speeds around the sun

4
Forces in Circular Motion
  • Forces in Circular MotionCentripetal Force
  • Force toward the center from an object, holding
    it in circular motion
  • At right angle to the path of motion, not along
    its distance, therefore does NO work on object
  • Examples
  • Gravitation between earth and moon
  • Electromagnetic force between protons and
    electrons in an atom
  • Friction on the tires of a car rounding a curve

5
Forces in Circular Motion
  • Centrifugal Force
  • Not a true force, but really the result of
    inertia
  • Centrifugal force effect makes a rotating
    object fly off in straight line if centripetal
    force fails

6
Forces in Circular Motion
  • Centrifugal Force Can Mimic Gravity
  • Bug in a can-can pushes up on bug due to
    centripetal force
  • Bug pushes down on can due to inertia
  • Space station could simulate gravity by rotation
    in same manner
  • Rotational speed to simulate gravity depends on
    radius of the station
  • 1 RPM would require 1 kilometer radius
  • People have difficulty adjusting to rotational
    speeds over 2 RPM
  • Stations would have to be large to compensate for
    proper gravity

7
Homework RQ 1,3,5,7,9,14 TE 1,5,10
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