- #1
Hamiltonian
- 296
- 190
- Homework Statement
- A uniform rod of mass M and length L pivoted at its center of mass is acted upon by a force F perpendicular to the line passing through the center of the rod. (the force F remains perpendicular always to the line passing through the center of the rod) find the time taken by the rod to cover an angle theta?
- Relevant Equations
- -
$$\tau = I\alpha$$
$$FL/2 = I\omega^2L/2$$
$$T = 1/\theta \sqrt{F/I}$$
would this be correct?
I came up with this more basic question to solve a slightly harder question so I do not know the answer to the above-stated problem.
$$FL/2 = I\omega^2L/2$$
$$T = 1/\theta \sqrt{F/I}$$
would this be correct?
I came up with this more basic question to solve a slightly harder question so I do not know the answer to the above-stated problem.