Two uniform bars AB and BC are pin-connected at points A, B, and C. Bar AB is massless (mAB = 0 kg) and has a length L = 1.5 m. Bar BC has a mass m³c = 2 kg and a length H= 1 m. C is a fixed point, a distance 8 = 0.2 m above the ground. A is on a uniform wheel of radius R = 0.8 m, a distance p from the center of the wheel. Note that p is less than R (R+ p = 8 + H). The mass of the wheel is mwheel = 6 kg. At the instant shown, AB is horizontal, BC is vertical and point A is at the vertical of point O. Bar BC is rotating clockwise at 3 rad/s with an acceleration of 1.5 rad/s² also in the clockwise direction. Assume that the wheel rolls without slipping. a) Find the force P applied to the wheel at that instant. b) Find the minimum coefficient of static friction required for the wheel to roll without slipping.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Two uniform bars AB and BC are pin-connected at points A, B, and C. Bar AB is
massless (mAB = 0 kg) and has a length L = 1.5 m. Bar BC has a mass mBc = 2 kg and a
length H = 1 m. C is a fixed point, a distance 8 = 0.2 m above the ground. A is on a
uniform wheel of radius R = 0.8 m, a distance p from the center of the wheel. Note that p
is less than R (R+ p = 8 + H). The mass of the wheel is mwheel = 6 kg.
At the instant shown, AB is horizontal, BC is vertical and point A is at the vertical of
point O. Bar BC is rotating clockwise at 3 rad/s with an acceleration of 1.5 rad/s² also in
the clockwise direction.
Assume that the wheel rolls without slipping.
a) Find the force P applied to the wheel at that instant.
b) Find the minimum coefficient of static friction required for the wheel to roll
without slipping.
L
B
H
Transcribed Image Text:Two uniform bars AB and BC are pin-connected at points A, B, and C. Bar AB is massless (mAB = 0 kg) and has a length L = 1.5 m. Bar BC has a mass mBc = 2 kg and a length H = 1 m. C is a fixed point, a distance 8 = 0.2 m above the ground. A is on a uniform wheel of radius R = 0.8 m, a distance p from the center of the wheel. Note that p is less than R (R+ p = 8 + H). The mass of the wheel is mwheel = 6 kg. At the instant shown, AB is horizontal, BC is vertical and point A is at the vertical of point O. Bar BC is rotating clockwise at 3 rad/s with an acceleration of 1.5 rad/s² also in the clockwise direction. Assume that the wheel rolls without slipping. a) Find the force P applied to the wheel at that instant. b) Find the minimum coefficient of static friction required for the wheel to roll without slipping. L B H
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