- #1
valleysheep
- 7
- 0
Hi,
Apologies in advance if this is in the wrong section or if i have violated a particular rule. (First post).
I don't have a great grasp of classical mechanics, and so some of the simple aspects are lost to me :P. So to the question.
Taking an ice skater as an example (or any other spinning object), when the skater throws out his/her arms they will slow down and when they pull them in their angular velocity increases, as to conserve angular momentum. However, i was wondering what happens to the angular momentum when the skater stops spinning. (Or when a spinning top is at a stand still).
I believed that frictional torque slows the object down (this is where my understanding of CM is lost). Angular momentum must always be conserved and so where does it go to when v=0.
Thanks for any help :P.
(Is it because angular momentum is only conserved in a closed system ?)
Apologies in advance if this is in the wrong section or if i have violated a particular rule. (First post).
I don't have a great grasp of classical mechanics, and so some of the simple aspects are lost to me :P. So to the question.
Taking an ice skater as an example (or any other spinning object), when the skater throws out his/her arms they will slow down and when they pull them in their angular velocity increases, as to conserve angular momentum. However, i was wondering what happens to the angular momentum when the skater stops spinning. (Or when a spinning top is at a stand still).
I believed that frictional torque slows the object down (this is where my understanding of CM is lost). Angular momentum must always be conserved and so where does it go to when v=0.
Thanks for any help :P.
(Is it because angular momentum is only conserved in a closed system ?)