TonyEsposito
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Thanks, got it! :)
The discussion revolves around the rate of change of angular momentum, particularly in the context of a rotating disk and the effects of applied torque. Participants explore the implications of torque on the orientation and behavior of the disk, questioning how changes in angular momentum relate to changes in rotation and orientation.
Participants express various interpretations of how torque affects rotation and orientation, indicating that multiple competing views remain. There is no consensus on the specifics of how angular momentum changes relate to the observed behavior of the disk.
Some participants reference the concept of precession and the stability of rotation axes, suggesting that these factors may influence the discussion but do not resolve the underlying questions about angular momentum and torque.
@TonyEsposito We'd be interested in the result that you computed. Does the computed rotation that occurs in the time of ## t=1.0 ## seconds now agree reasonably well with the experimental observation? ## \\ ## With calculations by hand, without a calculator, I got an answer in the ballpark of ## 370^o ##.TonyEsposito said:Thanks, got it! :)
TonyEsposito said:Sorry guys, one last question...we are doing a very simple lab experiment, we have a disk rotating around is axis with a weight acting on it (the very basic experiment)...the disk have a mass of 0.1 Kg, the radius is 0.3 so the Inertia is 0.5*0.1*0.3^2=0.0045 the torque acting is 0.1 so the angular acceleration is:
acc=0.1/0.0045=22.22
so in one second the rotation done is: 0.5*0.22*1^2*(180/Pi)=636 Degrees...but this result is nosense, too large...what I'm doing wrong?