For the crank shown in the figure below, draw free body diagrams for each of the three segments (AB, BC, and CD) and determine all reaction forces and moments. The 1000 [N] is acting orthogonal to the plane of the crank and the 1500 [N] load is acting along the axis of the BC segment. Next, use the vector method demonstrated in class (equations given below) to determine the reaction forces at location D. Compare your results between the two methods Assume the mass of the crank is negligible. Fint = -Fext Mext M int = - ext d@F

For the crank shown in the figure below, draw free body diagrams for each of the three segments (AB, BC, and CD) and determine all reaction forces and moments. The 1000 [N] is acting orthogonal to the plane of the crank and the 1500 [N] load is acting along the axis of the BC segment. Next, use the vector method demonstrated in class (equations given below) to determine the reaction forces at location D. Compare your results between the two methods Assume the mass of the crank is negligible. Fint = -Fext Mext M int = - ext d@F

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

100%

For the crank shown in the figure below, draw free body diagrams for each of the three segments
(AB, BC, and CD) and determine all reaction forces and moments. The 1000 [N] is acting
orthogonal to the plane of the crank and the 1500 [N] load is acting along the axis of the BC
segment. Next, use the vector method demonstrated in class (equations given below) to
determine the reaction forces at location D. Compare your results between the two methods
Assume the mass of the crank is negligible.
= -Fext
Fint
doF ext
Mint
=
1500N
200 mm
250 mm
1000N
A
Mext
O
25mm diameter
round rod bent
into the crank
100 mm
B

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