The rod BC with a length of 18 inches is connected to a disk centered at Aand a rod CD of length 6 inches is pinned connected at D. Both rods are made of a homogeneous material and have a linear weight of b. The disk A with a weight of 10b is rotating at a constant velocity w-05 trpm). At the instant shown a- 30, and the rod BC undergoes curvilinear motion only. 1. Find the angular velocity of the disk A in rads 2. What is the angular acceleration of the disk A? 3. Find the linear accelerations in and of the point B.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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Problem Translation and Botation
The rod BC with a length of 18 inches is connected to a disk centered at A and a rod CD of length 6
inches is pinned connected at D. Both rods are made of a homogeneous material and have a linear weight
of 1lb/t.
The disk A with a weight of 10lb is rotating at a constant velocity w - 0.5 (rpm). At the instant shown a-
30°, and the rod BC undergoes curvilinear motion only.
BC
D
1. Find the angular velocity of the disk A in rad/s.
2. What is the angular acceleration of the disk A?
3. Find the linear accelerations (n and t) of the point B.
4. Deduce the linear acceleration (x and y) of the center of gravity of the rod BC.
5. Draw the FBD and kinetic diagram of the rod BC.
6. Using the equation of motion Mg = E (Mx)p find Cy
7. Using the equations of motion on y find the Byr.
8. How can you find Bx and Cx ? Write out your plan.
9. Execute your plan and find Bx and Cx
Transcribed Image Text:Problem Translation and Botation The rod BC with a length of 18 inches is connected to a disk centered at A and a rod CD of length 6 inches is pinned connected at D. Both rods are made of a homogeneous material and have a linear weight of 1lb/t. The disk A with a weight of 10lb is rotating at a constant velocity w - 0.5 (rpm). At the instant shown a- 30°, and the rod BC undergoes curvilinear motion only. BC D 1. Find the angular velocity of the disk A in rad/s. 2. What is the angular acceleration of the disk A? 3. Find the linear accelerations (n and t) of the point B. 4. Deduce the linear acceleration (x and y) of the center of gravity of the rod BC. 5. Draw the FBD and kinetic diagram of the rod BC. 6. Using the equation of motion Mg = E (Mx)p find Cy 7. Using the equations of motion on y find the Byr. 8. How can you find Bx and Cx ? Write out your plan. 9. Execute your plan and find Bx and Cx
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