2) The vertical bar AB has a mass of 100+ab kg with center of mass G midway between the ends. The bar is elevated from rest at 0 = 0 by means of the parallel links of negligible mass, with a constant couple M=5+b kNm applied to the lower link at C. Determine the angular acceleration a of the links as a function of 0 and find the force B in the link DB at the instant 0 = (30 + a)°. (ab is the las two digits of Student ID. For example if Student ID is 2000114526 then a=2 b=6 and ab=26. Hence Mass= 126 kg and M=11 kNm, 0 = 32°) B 1.5 m C 1.5 m M Ġ O 0.6 m 1.8 m
2) The vertical bar AB has a mass of 100+ab kg with center of mass G midway between the ends. The bar is elevated from rest at 0 = 0 by means of the parallel links of negligible mass, with a constant couple M=5+b kNm applied to the lower link at C. Determine the angular acceleration a of the links as a function of 0 and find the force B in the link DB at the instant 0 = (30 + a)°. (ab is the las two digits of Student ID. For example if Student ID is 2000114526 then a=2 b=6 and ab=26. Hence Mass= 126 kg and M=11 kNm, 0 = 32°) B 1.5 m C 1.5 m M Ġ O 0.6 m 1.8 m
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
Note:hand written solution should be avoided.

Transcribed Image Text:2) The vertical bar AB has a mass of 100+ab kg with center of mass G midway between the ends. The bar
is elevated from rest at 0 = 0 by means of the parallel links of negligible mass, with a constant couple
M=5+b kNm applied to the lower link at C. Determine the angular acceleration a of the links as a function
of and find the force B in the link DB at the instant 0 = (30 + a)º. (ab is the las two digits of Student
ID. For example if Student ID is 2000114526 then a=2 b=6 and ab=26. Hence Mass= 126 kg and M=11
kNm, 0 = 32°)
1.5 m
1.5 m
B
M
O
A
0.6 m
1.8 m
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