This set of Structural Analysis Assessment Questions and Answers focuses on “Analysis of Frames : Sidesway-II”.
AB = 12m, BC = 15m, CD = 18m
Load of 40 kN is acting at joint B as shown.
EI is constant throughout the frame.
All force options are given in KN and all moment options are given in KN-M.
FEM represent fixed end moments.
1. What will be the value of mBA?
a) -208
b) -135
c) 94.8
d) 135
View Answer
Explanation: Just substitute the value of rotation at point B and lateral deflection of beam AB in sde equation.
2. What will be the value of mBC?
a) -208
b) -135
c) -94.8
d) 135
View Answer
Explanation: Just substitute the value of rotation at point B and at point C in sde equation.
3. What will be the value of mCB?
a) -208
b) -135
c) -94.8
d) 135
View Answer
Explanation: Just substitute the value of rotation at point B and at point C in sde equation.
4. What will be the value of mCD?
a) -208
b) -135
c) -94.8
d) 135
View Answer
Explanation: Just substitute the value of rotation at point B and lateral deflection of beam CD in sde equation.
5. What will be the value of mDC?
a) -208
b) -135
c) 94.8
d) -110
View Answer
Explanation: Just substitute the value of rotation at point B and lateral deflection of beam CD in sde equation.
6. What will be the value of rotation at point C?
a) 136.18/EI
b) -136.18/EI
c) 0
d) 438.81/EI
View Answer
Explanation: On solving all the three equations obtained above simultaneously, we will get the answer.
7. What will be the value of lateral displacement of beam BC?
a) 6754.68/EI
b) -6754.68/EI
c) 4503.12/EI
d) -4503.12/EI
View Answer
Explanation: On solving all the three equations obtained above simultaneously, we will get the answer.
8. In beam AB, initially moments mAB and mBA are assumed to be clockwise. So, under that assumption, what will be the direction of shear at point A in beam AB?
a) rightward
b) leftward
c) can’t say
d) value will be 0
View Answer
Explanation: Separate out the beam and conserve moment about point B.
9. What will be the value of mAB?
a) -208
b) -135
c) 94.8
d) 135
View Answer
Explanation: Just substitute the value of rotation at point B and lateral deflection of beam AB in sde equation.
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