Gujarat Technological UniversityWinter 2024 examination

GTU 3150614 Structural analysis-II Winter 2024 Question Paper & PDF

B.E. · Civil Engineering · Semester 5 · Subject code 3150614
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Total
70 marks
To pass
23 marks (33%)
Duration
2.5 Hours 10:30 AM – 1:00 PM
Questions
5 with internal choice
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Q.1

14 Marks
(a)
3 marks
Write the statement and proof of Castigliano’s 1st theorem.
(b)
4 marks
Explain any four terms: Stiffness, Distribution factor, Carry over factor, Carry over moment, Flexibility.
(c)
7 marks
Using Castigliano’s first theorem, calculate deflection at free end of cantilever beam shown in Figure: 1. Take E = 2 × 10⁵ N/mm² and size of beam as 230 × 300 mm
GTU Structural analysis-II (3150614) Winter 2024 Question 1(c) Diagram

Q.2

14 Marks
(a)
3 marks
Write assumptions made in slope deflection method.
(b)
4 marks

Write the differences between statically determinate and indeterminate structures.

(c)
7 marks
Derive Slope Deflection Equation using fundamentals with usual notations.
(c)
7 marks
Draw SFD and BMD diagram for a beam shown in Figure: 2 using Slope and deflection method.
GTU Structural analysis-II (3150614) Winter 2024 Question 2 OR (c) Diagram

Q.3

14 Marks
(a)
3 marks

Draw Restrained structure and Released structure for a propped cantilever beam.

(b)
4 marks
Derive Shear equations for portal frames with side sway.
(c)
7 marks
Analyze and Draw the SFD & BMD for the beam shown in Figure: 2 by Moment distribution method
GTU Structural analysis-II (3150614) Winter 2024 Question 3(c) Diagram
(a)
3 marks

Differentiate: Stiffness method and Flexibility method. Which method is suitable for general computer programming? Why?

(b)
4 marks
Write a short note on Castigliano’s 2nd Theorem and discuss its uses.
(c)
7 marks
Analyze the beam shown in the Figure: 3 using moment distribution method and draw BMD.
GTU Structural analysis-II (3150614) Winter 2024 Question 3 OR (c) Diagram

Q.4

14 Marks
(a)
3 marks
Write assumptions made is cantilever method of approximate analysis.
(b)
4 marks

Determine the reactions at the supports for a propped cantilever beam of length ‘l’ subjected to a UDL ‘w’ throughout its span using principle of minimum strain energy.

(c)
7 marks

Analyze a propped cantilever beam subjected to a UDL throughout its span by Flexibility method

(a)
3 marks

Define the influence line diagram and give statement of Muller Breslau principle.

(b)
4 marks
Calculate the central deflection for a simply supported beam of length ‘l’ subjected to a concentrated load of ‘w’ at centre on its span using Castigliano’s 1st Theorem.
(c)
7 marks
Formulate Flexibility and Stiffness Matrices for a cantilever beam.

Q.5

14 Marks
(a)
3 marks
State the characteristics of stiffness matrix.
(b)
4 marks
Draw only Qualitative influence line diagram for following functions of 2 span continuous beam having support reaction RA, RB and RC. The point D is located at center of right span BC: (a) Influence line for RC (b) Influence line for RA (c) Influence line for shear at D (d) Influence line for bending moment at D.
(c)
7 marks
Draw ILD for SF and BM at section D, 4 m from A, for a two span continuous beam as shown in Figure:
GTU Structural analysis-II (3150614) Winter 2024 Question 5(c) Diagram
(a)
3 marks
State the characteristics of flexibility matrix.
(b)
4 marks

A simply supported beam AB has span 6m. Draw influence lines for RA, RB, Vx and Mx for a section X at 2m from left hand support.

(c)
7 marks
Draw influence line diagrams for Va and Vb for a beam shown in Figure:
GTU Structural analysis-II (3150614) Winter 2024 Question 5 OR (c) Diagram

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About this paper

Official Gujarat Technological University (GTU) examination paper for Structural analysis-II (Winter 2024, B.E. · Civil Engineering, Sem 5). Features complete 70-mark regular & remedial examination pattern, official marking distribution across all 5 questions, and direct 1-click official PDF download.

Transcribed for student exam preparation from Gujarat Technological University official examination archives. Questions, syllabus guidelines, and curriculum marking schemes remain the intellectual property of Gujarat Technological University.

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