36.2 Worked Example - Wheel Rolling Without Slipping Down Inclined Plane - Torque Method
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- čas přidán 1. 06. 2017
- MIT 8.01 Classical Mechanics, Fall 2016
View the complete course: ocw.mit.edu/8-01F16
Instructor: Dr. Peter Dourmashkin
License: Creative Commons BY-NC-SA
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The torque explanation was exactly what I needed
Excellent knowledge liberating over here. Really superb!!!
Thank you, was having a spot of bother with a similar question, cleared up now :)
Thank you so much for this video !!
well, in the case of "rolling without slipping", we can elaborate further the I = kmr^2 , right? so we got easier formula V=sqrt(2gh/(k+1))
Much too helpful
Is there an faster algorithm to solve this problem
Sir how you find axis of rotation by
?
Which chp is this?...
very good video's thanks a lot
solve for t in the first equation, substitute this expression for t into the 2nd equation and keep in mind a/sqrt(a) = sqrt(a)
Is he writing all of this backwards??
The camera image is flipped using hardware or software. See this site for an idea on how it was done: lightboard.info/
torque due to friction should be in - k direction?
Work energy theorem would come handy here
what if the object was box would friction force cause it rotate ?
It would slide but at extreme cases it can roll (when,theta=near 90 deg,and friction =high )
Why τ_cm=f_s⋅R and not τ_cm=m⋅a_x⋅R?
it looks like he's writing backwards lol