PS.2.2 Worked Example - Stacked Blocks - Solve for the Maximum Force
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- Опубликовано: 11 окт 2024
- MIT 8.01 Classical Mechanics, Fall 2016
View the complete course: ocw.mit.edu/8-0...
Instructor: Dr. Peter Dourmashkin
License: Creative Commons BY-NC-SA
More information at ocw.mit.edu/terms
More courses at ocw.mit.edu
I was just given a question similar to this in my assignment and I needed the concept well explained in this video. Thank you very much.
DR PETER IS OP. MY FAV. INSTRUCTOR !!
3:24 "it's going to look a little complicated..." famous last words
I think the final answer should be: Fmax = (μ_k + μ_s) (m_1 + m_2) g
agreed.
Ya I think the same
He just didn't simplified that.
Then you should know the answer he wrote is exactly that...
yea i thought the same. it just seems simpler to me
If base of mass 2 has a slope of theta, you also can say that a1=a2, or a1=a2*cos(theta)?
I have that question?
Certainly this is not hard but with so many degrees of freedom in the system I can't say how many mistakes are bound to occur, moreover there are so many simplifications that this can only help you solve a few textbooks problems, of course I don't mean it's not valuable to learn on the contrary the value is to develop an understanding of how to simplify very complex systems.
I’m curious is he writing backwards for us to see it the right way? And if so how is it so accurate?
Probably just flipped the video horizontally during editing, hence why he's writing with his left hand in the video.
had this problem on an exam - it was fucked up
What happened to mu static in his final answer ?
He forgot it :(
@@agustinmiranda3989 I believe he goofed. I believe the correct answer should be Fmax=(m1+m2)(ustat+ukin)g
@@profscottmathphysics8623 You are right, I got the same result.
I don’t understand what you people mean though. He literally said that he forgot μs and added it at the end of the vid.
And yeah you guys are right, the simplified answer should be (m1+m2)(μs+μk)g, but the answer he got what very much correct. Unsimplified answer does not mean incorrect.
Thanks sir. Doubt solved
I like the problem.