Structural Analysis SPPU Endsem Question Paper Dec 2025
All 8 questions from this SPPU endsem paper, as printed. Read them here or open the PDF.
- Subject code
- 201011
- Pattern
- 2019 pattern
- Exam
- Endsem
- Session
- Dec 2025
- Max. marks
- 70
- Time
- 2½ Hours
- Semester
- IV
- Paper code
- [6582]-4
Printed for: S.E. (Civil Engineering)
Instructions to the candidates
- Answer Q.1 or Q.2, Q.3 or Q.4, Q.5 or Q.6 and Q.7 or Q.8.
- Neat sketches must be drawn wherever necessary.
- Figures to the right indicate full marks.
- Assume suitable data, if necessary.
- Use of electronic pocket calculator is allowed.
- Use of cell phone is prohibited in the examination hall.
Questions
Q1
- a)[8]
Analyze the continuous beam by slope deflection method as shown in Fig. 1a.
- b)[10]
Analyze the portal frame by slope deflection method as shown in Fig. 1b.
OR- a)
Q2
- a)[8]
Analyze the propped cantilever by slope deflection method as shown in Fig. 2 a. Fig. 2a
- b)[10]
Analyze the portal frame by slope deflection method as shown in Fig. 2 b.
- a)
Q3
- a)[8]
Analyze the continuous beam by moment distribution method as shown in Fig. 3 a. Fig. 3 a
- b)[10]
Analyze the portal frame by moment distribution method as shown in Fig. 3 b
OR- a)
Q4
- a)[8]
Analyze the propped cantilever by moment distribution method as shown in Fig. 4 a and draw bending moment diagram. Fig. 4a
- b)[10]
Analyze the portal frame by moment distribution method as shown in Fig. 4 b.
- a)
Q5
- a)[12]
Analyze the continuous beam by stiffness method as shown in Fig. 5a.
- b)[5]
Generate the stiffness matrix for the bent as shown in Fig. 5 b.
OR- a)
Q6
- a)[12]
Analyze the continuous beam by stiffness method as shown in Fig. 6 a. Fig. 6a
- b)[5]
Generate the stiffness matrix for the frame as shown in Fig. 6 b.
- a)
Q7
- a)[5]
Explain in details idealized stress strain curve.
- b)[12]
A propped cantilever is loaded with ultimate load as shown in Fig. 7 b. Find the collapse load and draw B M diagram.
OR- a)
Q8
- a)[5]
State and explain classification of cross section with stress distribution.
- b)[12]
Calculate shape factor of I- section as per following dimension. Top and bottom flange: 150 mm wide and 10 mm thick Web : 280 mm deep and 10 mm thick
- a)