Gujarat Technological UniversitySummer 2026 examination

GTU 3140603 Structural Analysis-I Summer 2026 Question Paper & PDF

B.E. · Civil Engineering · Semester 4 · Subject code 3140603
Download official PDFView PDF here
Share with your class
Total
70 marks
To pass
23 marks (33%)
Duration
2.5 Hours 10:30 AM – 1:00 PM
Questions
5 with internal choice
No solutions on this paper yetNeed them for your exam? Ask once. Papers that students ask for are solved first, and we aim to add them within 24 hours.

Q.1

14 Marks
(a)
3 marks

Define statically determinate and indeterminate structures. Also give examples with neat sketch.

(b)
4 marks
State and prove Maxwell’s reciprocal theorem.
(c)
7 marks
Analyze the truss given in Fig:(1) by Method of Joint.
GTU Structural Analysis-I (3140603) Summer 2026 Question 1(c) Diagram

Q.2

14 Marks
(a)
3 marks
Distinguish between Truss and Frame.
(b)
4 marks
Derive the expressions for Hoop and longitudinal stresses in a thin cylinder.
(c)
7 marks

Calculate horizontal thrust at support of three hinged parabolic arch with ‘L’ span, certral rise ‘R’ and two hinges at same level. It is subjected to UDL of w/L kN/m over entire span. Also calculate bending moment at L/3 meter from the support.

(c)
7 marks

A cylindrical shell 1 meter long, 180 mm internal diameter, thickness of metal 8 mm is filled with a fluid at atmospheric pressure. If an additional 20000 mm³ of the fluid is pumped into the cylinder, find the pressure exerted by the fluid on the wall of the cylinder. Find also the hoop stress induced. Take E= 2 x 10⁵ N/mm² and Poisson’s ratio as 0.3.

Q.3

14 Marks
(a)
3 marks
Define:
1)Resilience,
2)Proof Resilience and
3)Modulus of Resilience.
(b)
4 marks
Derive the Relationship between slope, deflection and radius of curvature.
(c)
7 marks

A uniform metal bar has a cross sectional area of 700 mm² and a length of 1.5 meter with an elastic limit of 160 N/mm². Find its proof resilience. Find also the maximum value of an applied load which may be suddenly applied without exceeding the elastic limit. Calculate the value of the gradually applied load which will produce the same extension as that produced by the above suddenly applied load. E = 200 GPa.

(a)
3 marks

Differentiate between real beam and conjugate beam. Justify the support conditions in conjugate beam.

(b)
4 marks

Define slenderness ratio. With the help of sketches, explain effective length of column for different end conditions.

(c)
7 marks

A steel beam is simply supported as shown in Fig:(2) at the ends on a span of 8 meters. Determine the location and magnitude of the maximum deflection by Macaulay’s Method. Ixx = 4.79 x 10⁸ mm⁴, E = 200 GPa.

GTU Structural Analysis-I (3140603) Summer 2026 Question 3 OR (c) Diagram

Q.4

14 Marks
(a)
3 marks
Define (a) Axial load (b) Eccentricity (c) Core of a section
(b)
4 marks
Explain Moment -area theorem I and theorem II.
(c)
7 marks

A masonry pier shown in Fig:(3) supports a vertical load of 600 kN at a point shown in figure. Find the stresses at the corners of the pier.

GTU Structural Analysis-I (3140603) Summer 2026 Question 4(c) Diagram
(a)
3 marks
Differentiate between column and strut.
(b)
4 marks
Write the assumptions and limitations of Euler’s formula
(c)
7 marks

A hollow cylindrical cast iron column is 4 meter long, both ends being fixed. Design the column to carry an axial load of 250 kN. Use Rankine’s formula and adopt a factor of safety 5. The internal diameter is 0.8 times the external diameter. Crushing stress for the column material is 550 N/mm², and α = 1/1600.

Q.5

14 Marks
(a)
3 marks
Discuss various types of Arches.
(b)
4 marks
Draw a neat sketche of Kernel of following cross-sections:
aRectangular 200mm X 300mm
bHollow circular cylinder with external dia. =300 mm, thickness= 50 mm
cSquare with 600 cm² area
(c)
7 marks

Determine the support reactions for the fixed beam shown in Fig:(4) Draw shear force and bending moment diagrams.

GTU Structural Analysis-I (3140603) Summer 2026 Question 5(c) Diagram
(a)
3 marks
Distinguish between direct and bending stress.
(b)
4 marks

Derive the equation of fixed end moment in a fixed beam of span ‘L’ having one of the support sink by δ.

(c)
7 marks

Analyze the continuous beam shown in Fig:(5) by moment distribution method.

GTU Structural Analysis-I (3140603) Summer 2026 Question 5 OR (c) Diagram

More Structural Analysis-I papers

Questions repeat across sessions. Working through two or three papers shows you which topics GTU asks most.

Preparing with friends?

Send this paper to your class group. Every question has its own link.

About this paper

Official Gujarat Technological University (GTU) examination paper for Structural Analysis-I (Summer 2026, B.E. · Civil Engineering, Sem 4). 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.

ViewDownload PDF