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tom777
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Hello guys. This is not really a homework exercise, but I'm currently preparing for an
exam and this is a question I got from a textbook. I'm currently sort of stuck,
but here are the details.
Link to a scan of the problem:
http://img443.imageshack.us/img443/4593/question1y.png
The problem is supposed to be solved by using the Lagrangian Method.
(Since it's from a "theoretical-mechanics"-book)
Okay. What I thought was that i have to choose a suitable accelerating coordinate system
and relate this coordinate system with an intertial frame of reference.
First one sees in the picture that:
l * q(t) = s(t) * l_1(t)
So if one finds an equation of motion for l_1(t) one is done.
Now the problem is I'm not sure which moving coordinate system to choose.
I could choose one with origin at B, which would mean that there's gravity but
only the spring-force acting on the mass m.
However I'm not quite sure how to tackle this problem in general and I'm a bit confused.
I'd be more than happy if you could help me!
Thanks in advance!
exam and this is a question I got from a textbook. I'm currently sort of stuck,
but here are the details.
Homework Statement
Link to a scan of the problem:
http://img443.imageshack.us/img443/4593/question1y.png
Homework Equations
The problem is supposed to be solved by using the Lagrangian Method.
(Since it's from a "theoretical-mechanics"-book)
The Attempt at a Solution
Okay. What I thought was that i have to choose a suitable accelerating coordinate system
and relate this coordinate system with an intertial frame of reference.
First one sees in the picture that:
l * q(t) = s(t) * l_1(t)
So if one finds an equation of motion for l_1(t) one is done.
Now the problem is I'm not sure which moving coordinate system to choose.
I could choose one with origin at B, which would mean that there's gravity but
only the spring-force acting on the mass m.
However I'm not quite sure how to tackle this problem in general and I'm a bit confused.
I'd be more than happy if you could help me!
Thanks in advance!
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