A torque of 0.97 NM is applied to a bicycle wheel of radius 45
cm and mass 0.80 kg.
Treating the wheel as a hoop, find its angular acceleration.
A torque of 0.97 NM is applied to a bicycle wheel of radius 45 cm and mass 0.80 kg. Treating the wheel as a hoop, find...
A bicycle wheel has a diameter of 64.0 cm and a mass of 1.76 kg. Assume that the wheel is a hoop with all of the mass concentrated on the outside radius. The bicycle is placed on a stationary stand and a resistive force of 119 N is applied tangent to the rim of the tire. (a) What force must be applied by a chain passing over a 8.99 cm diameter sprocket if the wheel is to attain an acceleration...
Platform Applied Mass (Kg) 0.054962 Varying the Torque via Changing the Radius Axle step pulley radius Angular Acceleration Standard Deviation (m) (rad/s) (rad/s) 0.018685 0.96054 0.0019 0.054962 0.054962 Platform with Hoop Applied Mass (Kg) 0.054962 0.012490 0.55920 1.0x10 0.008265 0.37194 0.0012 Varying the Torque via Changing the Radius Axle step pulley radius Angular Acceleration Standard Deviation (m ) (rad/s) (rad/s) 0.018685 0.60334 0.0017 0.054962 0.012490 0.34505 7.0x104 0.054962 Platform Applied Mass (Kg) 0.064984 0.008265 0.20975 8.6x10- Varying the Torque via...
A 16 N m torque is applied to a wheel of mass 1 kg and radius of gyration of 2 m. What is the resulting angular acceleration? a) 3 rad/s2 b) 4 rad/s2 c) 6 rad/s2 d) 10 rad/s2 e) none of the above
3. A roulette wheel with mass 71.0 kg and radius 40.0 cm can be approximated as a disk with a momentum of inertia = ½ mr. A) what is the torque on the wheel if it is spun with a force of 15.0 N on its outer edge? B) what is its angular acceleration? C) If the force is applied for 0.33 s, what is its final angular velocity if it starts from rest? D) What is the final tangential...
1. A solid cylinder has a mass of 5 kg and a radius of 30 cm. A torque of 40 Nm is applied to the cylinder. What will be its angular acceleration? a) 37.5 rad/s2 b) 59.3 rad/s2 c) 89.0 rad/s2 d) 178 rad/s2 2. When an object is in static equilibrium a) the net force on it is zero b) the net torque on it is zero c) the net force and net torque are zero d) not enough...
A grinding wheel is a uniform cylinder with a radius of 7.50 cm and a mass of 0.700 kg . Calculate the applied torque needed to accelerate it from rest to 1750 rpm in 5.70 s . Take into account a frictional torque that has been measured to slow down the wheel from 1500 rpm to rest in 47.0 s.
A grinding wheel is a uniform cylinder with a radius of 6.00 cm and a mass of 0.570 kg . Calculate the applied torque needed to accelerate it from rest to 1750 rpm in 7.20 s . Take into account a frictional torque that has been measured to slow down the wheel from 1500 rpm to rest in 65.0 s .
A wheel with a mass of 0.8·kg and a radius of 0.35·m is pulled
by a horizontal force applied at its center. The curb is 0.14·m
high.
a) What is the minimum force needed to just raise the wheel off
the ground?
b) Suppose the horizontal force you found in the previous part
is increased by 4.2·N. If you model the wheel as a simple hoop,
what is its initial angular acceleration as it starts to
rise off the ground?
A bicycle wheel with a radius of 0.40 meters has a mass of 2.25 kg mostly :concentrated near the rim. Treat the wheel as a ring of mass, I_ring = m r^2, rotating at 146 rpm (15.3 rad/s). Brakes on the rim slow the wheel to a stop at a constant angu acceleration. the angular acceleration, a, of the wheel if it is brought to rest in 5 seconds is the moment of inertia of the wheel, I, is closest...
A bicycle wheel is approximately a hollow cylinder with an outside radius of 37 cm, inside radius of 33 cm, and a mass of 0.75 kg. A child rolls a bicycle tire down the street to see how far it will roll. a) While the wheel is on a 5.14° degree slope (9%), what is the acceleration of the wheel? b) What is the minimum coefficient of friction for the wheel to roll on a 5.14°slope? c) Ignoring friction, how...