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Angular Revolution

  1. Nov 7, 2006 #1
    Hey, I ran into a few things about angular quantites and am a little confused on finding the number of revolutions something such as a tire would make. Would the distance traveled divided by a circumference of a circle equal the number of revolutions? I was finding that there are equations that show an angular displacement divided by 2 pi, so if a radius is known is it useful or not? I couldn't decide whether to divide anything by a radius of Circumference or just 2 pi. Also, with angular displacement would it work to use just displacement in linear distances? Thanks!
     
  2. jcsd
  3. Nov 7, 2006 #2

    brewnog

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    To find the circumference, you times the radius by 2 pi.

    Finding the distance a wheel covers is merely the circumference times by the number of revolutions. So a wheel with a radius of 30cm rotating 2.5 times will travel 471cm. Ok?

    So the distance travelled by a wheel will equal the circumference * number of rotations.

    You can relate angular displacement to linear displacement using trigenometry, are you familiar with this?
     
  4. Nov 7, 2006 #3
    Thanks so much, that really helps!!! :)
     
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