The 1.3-kg collar mass travels along the smooth horizontal (meaning weight points into the page) rod defined by the equa
Posted: Sat May 21, 2022 10:30 am
The 1.3-kg collar mass travels along the
smooth horizontal (meaning weight points into the page) rod defined by the equation r = (e^theta) m, where theta is in radians. Assume the tangential force F
maintains a constant angular motion of theta^1 = 3 rad/s as the collar moves along the rod. At the instant when theta = 90° = 1.57 rad, determine the magnitude of the tangential force, F, and the magnitude of the normal force n. Note: n is the normal force acting in the normal direction, not the normal force acting in the binormal direction.
F -r = ев = 10
smooth horizontal (meaning weight points into the page) rod defined by the equation r = (e^theta) m, where theta is in radians. Assume the tangential force F
maintains a constant angular motion of theta^1 = 3 rad/s as the collar moves along the rod. At the instant when theta = 90° = 1.57 rad, determine the magnitude of the tangential force, F, and the magnitude of the normal force n. Note: n is the normal force acting in the normal direction, not the normal force acting in the binormal direction.
- The 1 3 Kg Collar Mass Travels Along The Smooth Horizontal Meaning Weight Points Into The Page Rod Defined By The Equa 1 (52.7 KiB) Viewed 10 times