- #1
johnson12
- 18
- 0
Hello all, I'm having trouble with the following problem:
Pb: A chain with constant density and infinite length is slipping down from the table without friction. Determine the position of the tip of the chain at time t.
I know there are a few ways to approaching this problem, namely from Newtons equations, or lagranges equations, but I am quite rusty with this, so any suggestions would help a lot, thanks.
Pb: A chain with constant density and infinite length is slipping down from the table without friction. Determine the position of the tip of the chain at time t.
I know there are a few ways to approaching this problem, namely from Newtons equations, or lagranges equations, but I am quite rusty with this, so any suggestions would help a lot, thanks.