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Non Unifrom Circular Motion

 
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Mar9-13, 07:08 PM   #1
 

Non Unifrom Circular Motion


Hello,
Forgive me if this question is stupid.
How an object undergoes circular motion when the trajectory is not circular. I mean if it is not moving in a circle then why is it called circular motion.


Let's suppose I am running along a circular path and I have a leaking cup of paint with me. Of course as long as speed is not changing, the paint will trace out a nice circular path.
But if I start increasing my speed, won't I go slightly of the circular track because I would have traveled just a tiny bit than was necessary ??
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Mar10-13, 01:17 AM   #2
 
Quote by medwatt View Post
Hello,
Forgive me if this question is stupid.
How an object undergoes circular motion when the trajectory is not circular. I mean if it is not moving in a circle then why is it called circular motion.
Here a circle is used to approximate an arbitrary path locally. Given the same tangential acceleration aT, the instantaneous centripetal acceleration aR at the point P of the path is the same as on the circle. The curvature of a path is defined via the radius of a circle.
http://en.wikipedia.org/wiki/Curvatu...f_plane_curves


Quote by medwatt View Post
Let's suppose I am running along a circular path and I have a leaking cup of paint with me. Of course as long as speed is not changing, the paint will trace out a nice circular path. But if I start increasing my speed, won't I go slightly of the circular track because I would have traveled just a tiny bit than was necessary ??
You can stay on a circular path and just increase your speed. You just need more centripetal force then.
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