- #1
C-137
- 2
- 0
- Homework Statement
- Let there be a ring of mass m and radius r. Let 3 masses be attached to the ring and named as O,P and Q. Mass of O and Q is 2m and mass of p is M. The angle between 2 masses is 15 degrees as shown in the figure.
Find the maximum velocity the ring must roll so that it doesn't hop while rolling i.e. to roll normally (without slipping), not bouncing.
- Relevant Equations
- Moment of inertia of a ring= mr^2
torque= I*(alpha)
Problem Statement: Let there be a ring of mass m and radius r. Let 3 masses be attached to the ring and named as O,P and Q. Mass of O and Q is 2m and mass of p is M. The angle between 2 masses is 15 degrees as shown in the figure.
Find the maximum velocity the ring must roll so that it doesn't hop while rolling i.e. to roll normally (without slipping), not bouncing.
Relevant Equations: Moment of inertia of a ring= mr^2
torque= I*(alpha)
Tried hard.
Find the maximum velocity the ring must roll so that it doesn't hop while rolling i.e. to roll normally (without slipping), not bouncing.
Relevant Equations: Moment of inertia of a ring= mr^2
torque= I*(alpha)
Tried hard.