Download GTU (Gujarat Technological University) BE/BTech (Bachelor of Engineering / Bachelor of Technology) 2019 Summer 5th Sem New 2150608 Structural Analysis Ii Previous Question Paper
Seat No.: ________ Enrolment No.___________
GUJARAT TECHNOLOGICAL UNIVERSITY
BE - SEMESTER ?V (NEW) EXAMINATION ? SUMMER 2019
Subject Code: 2150608 Date: 03/06/2019
Subject Name: Structural Analysis-II
Time: 02:30 PM TO 05:00 PM Total Marks: 70
Instructions:
1. Attempt all questions.
2. Make suitable assumptions wherever necessary.
3. Figures to the right indicate full marks.
Q-1. (a) State and explain Castigliano?s first theorem. 03
(b) Using Castigliano?s first theorem find deflection at free end of cantilever beam
subjected to point load at free end.
04
(c) Compute support reactions of beam shown in fig. 1 applying Castigliano?s theorem. 07
Q-2. (a) Enlist steps of unit load method to analyse indeterminate structures. 03
(b) Find the joint displacements at C of plane frame shown in fig.2 using unit load method. 04
(c) Analyse plane frame shown fig.3 by unit load method. 07
OR
(c) Find the joint displacement of a plane truss shown in fig.4 using unit load method. 07
Q-3. (a) Write assumptions made in slope deflection method. 03
(b) Determine the support moments using slope deflection method for the continuous girder
shown in fig. 5.
04
(c) Determine the support moments using moment distribution method for the beam as
shown in fig. 6. Also draw Bending Moment diagram.
07
OR
Q-3. (a) Explain stiffness factor and Distribution factor in Moment distribution method. 03
(b) Determine the support moments using moment distribution method for the continuous
girder shown in fig. 5.
04
(c) Determine the support moments using slope deflection method for the beam as shown in
fig. 6. Also draw Bending Moment diagram.
07
Q-4. (a) State and explain Muller Breslau principle for influence line. 03
(b) Draw qualitative shapes of influence lines for reactions in two bay- two storeyed fixed
based portal frame.
04
(c) Draw influence line diagram for all reactions of propped cantilever having span 12m.
Take interval of ordinate 2m.
07
OR
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Seat No.: ________ Enrolment No.___________
GUJARAT TECHNOLOGICAL UNIVERSITY
BE - SEMESTER ?V (NEW) EXAMINATION ? SUMMER 2019
Subject Code: 2150608 Date: 03/06/2019
Subject Name: Structural Analysis-II
Time: 02:30 PM TO 05:00 PM Total Marks: 70
Instructions:
1. Attempt all questions.
2. Make suitable assumptions wherever necessary.
3. Figures to the right indicate full marks.
Q-1. (a) State and explain Castigliano?s first theorem. 03
(b) Using Castigliano?s first theorem find deflection at free end of cantilever beam
subjected to point load at free end.
04
(c) Compute support reactions of beam shown in fig. 1 applying Castigliano?s theorem. 07
Q-2. (a) Enlist steps of unit load method to analyse indeterminate structures. 03
(b) Find the joint displacements at C of plane frame shown in fig.2 using unit load method. 04
(c) Analyse plane frame shown fig.3 by unit load method. 07
OR
(c) Find the joint displacement of a plane truss shown in fig.4 using unit load method. 07
Q-3. (a) Write assumptions made in slope deflection method. 03
(b) Determine the support moments using slope deflection method for the continuous girder
shown in fig. 5.
04
(c) Determine the support moments using moment distribution method for the beam as
shown in fig. 6. Also draw Bending Moment diagram.
07
OR
Q-3. (a) Explain stiffness factor and Distribution factor in Moment distribution method. 03
(b) Determine the support moments using moment distribution method for the continuous
girder shown in fig. 5.
04
(c) Determine the support moments using slope deflection method for the beam as shown in
fig. 6. Also draw Bending Moment diagram.
07
Q-4. (a) State and explain Muller Breslau principle for influence line. 03
(b) Draw qualitative shapes of influence lines for reactions in two bay- two storeyed fixed
based portal frame.
04
(c) Draw influence line diagram for all reactions of propped cantilever having span 12m.
Take interval of ordinate 2m.
07
OR
****************
Q-4.
(a)
Explain the use of influence line diagram with a example.
03
(b) A simply supported beam of span 32 m is loaded by train of six wheel loads each of
equal magnitude 6 kN and separated by 2m distance. Calculate the maximum positive
and negative shear force.
04
(c) Draw influence line diagrams of reaction at B (RB) and reaction at C (Rc) for a
continuous beam ABC with both span length of 8 m having interval of 2 m using Muller
Breslau principle.
07
Q-5. (a) How size of flexibility matrix is decided? 03
(b) Explain DQ , DQL , F, and Q in flexibility method. 04
(c) Solve beam shown in fig.7 by flexibility matrix method. 07
OR
Q-5. (a)
Write assumptions made in matrix method of structural analysis.
03
(b)
Explain AD, ADL , S, and D in stiffness method.
04
(c) Solve plane truss shown in fig.4 by stiffness method. 07
FirstRanker.com - FirstRanker's Choice
Seat No.: ________ Enrolment No.___________
GUJARAT TECHNOLOGICAL UNIVERSITY
BE - SEMESTER ?V (NEW) EXAMINATION ? SUMMER 2019
Subject Code: 2150608 Date: 03/06/2019
Subject Name: Structural Analysis-II
Time: 02:30 PM TO 05:00 PM Total Marks: 70
Instructions:
1. Attempt all questions.
2. Make suitable assumptions wherever necessary.
3. Figures to the right indicate full marks.
Q-1. (a) State and explain Castigliano?s first theorem. 03
(b) Using Castigliano?s first theorem find deflection at free end of cantilever beam
subjected to point load at free end.
04
(c) Compute support reactions of beam shown in fig. 1 applying Castigliano?s theorem. 07
Q-2. (a) Enlist steps of unit load method to analyse indeterminate structures. 03
(b) Find the joint displacements at C of plane frame shown in fig.2 using unit load method. 04
(c) Analyse plane frame shown fig.3 by unit load method. 07
OR
(c) Find the joint displacement of a plane truss shown in fig.4 using unit load method. 07
Q-3. (a) Write assumptions made in slope deflection method. 03
(b) Determine the support moments using slope deflection method for the continuous girder
shown in fig. 5.
04
(c) Determine the support moments using moment distribution method for the beam as
shown in fig. 6. Also draw Bending Moment diagram.
07
OR
Q-3. (a) Explain stiffness factor and Distribution factor in Moment distribution method. 03
(b) Determine the support moments using moment distribution method for the continuous
girder shown in fig. 5.
04
(c) Determine the support moments using slope deflection method for the beam as shown in
fig. 6. Also draw Bending Moment diagram.
07
Q-4. (a) State and explain Muller Breslau principle for influence line. 03
(b) Draw qualitative shapes of influence lines for reactions in two bay- two storeyed fixed
based portal frame.
04
(c) Draw influence line diagram for all reactions of propped cantilever having span 12m.
Take interval of ordinate 2m.
07
OR
****************
Q-4.
(a)
Explain the use of influence line diagram with a example.
03
(b) A simply supported beam of span 32 m is loaded by train of six wheel loads each of
equal magnitude 6 kN and separated by 2m distance. Calculate the maximum positive
and negative shear force.
04
(c) Draw influence line diagrams of reaction at B (RB) and reaction at C (Rc) for a
continuous beam ABC with both span length of 8 m having interval of 2 m using Muller
Breslau principle.
07
Q-5. (a) How size of flexibility matrix is decided? 03
(b) Explain DQ , DQL , F, and Q in flexibility method. 04
(c) Solve beam shown in fig.7 by flexibility matrix method. 07
OR
Q-5. (a)
Write assumptions made in matrix method of structural analysis.
03
(b)
Explain AD, ADL , S, and D in stiffness method.
04
(c) Solve plane truss shown in fig.4 by stiffness method. 07
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This post was last modified on 20 February 2020