Oh I see. I think I need to assume some of the parameters you mentioned.
Having assumed the value of T, what would be my indicator that I have in fact found the optimum position of my hook?
Yes nvn, I'm neglecting friction.
But I'm quite confused with the unknowns.
I separated the i, j and k components and used the equilibrium equation you posted.
i: T[(Ax-Bx)/LBA] + T[(Cx-Bx)/LBC] + RBx = 0
j: T[(Ay-By)/LBA] + T[(Cy-By)/LBC] + RBy = 0
k: T[(Az-Bz)/LBA] + T[(Cz-Bz)/LBC] + RBz =...
Hi nvn. Thanks for the reply.
My problem is I'm not really sure what forces a hook can contribute.
This is correct if we assume that looking at the front view of the vehicle, there is no difference in the y-axis locations of one end of the fork and one hook. But if I placed the hook at a...
Hi guys! :)
Homework Statement
Ok so this image may look funny, but this is actually an attempt to design a bike that can propel on water. What you are seeing is bike's handlebar (green), mounted on a support (red). Its supposed to have a rudder system at the back (gray). The pink...
Homework Statement
Is there a simplified Laplace transform of
The Attempt at a Solution
This is actually a three part question, I was only able to solve it when q is 0 or pi/2. but i can't seem to figure out the general solution.