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Reinforced Concrete Design - Final Exam, Exams of Reinforced Concrete Design

Comprehensive exam covering all major topics in Reinforced Concrete Design Includes beam, slab, and column design problems Follows code-based analysis and design procedures Ideal for final reviews and CELE prep

Typology: Exams

2023/2024

Available from 06/05/2025

imwinter
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Romans 3:24
“But by the free gift of God’s grace all are put right with him through Christ Jesus, who sets them free.”
Prestressed Concrete Design
Final Exam
Name: _________________________________________________________ Instructor: Engr. Gamana
Section: Date:
Academic Integrity: Students who violate University rules on scholastic dishonesty are subject to disciplinary penalties,
including the possibility of failure in the course and/or dismissal from the University. Since such dishonesty harms the
individual, all students, and the integrity of the University, policies on scholastic dishonesty will be strictly enforced.
Solutions: Use 3 decimal places in your calculations, place your final answer with proper units on the first sheet of your
scratch paper, and credits will only be given for correct answers with correct solutions.
1. Member AB has a rectangular cross-section of 16 X 24 mm. For the loading shown with d = 55 mm and P = 30 kN.
a. Determine the normal stress at the midpoint of points H and K (a point 6 mm below K or 6 mm above H, not the
average of H and K).
b. Determine the major principal stress at the midpoint of points H and K (a point 6 mm below K or 6 mm above H,
not the average of H and K).
2. The section of a prestressed double-tee concrete floor joist is shown in the figure. Assume that there is a prestress loss
of 15% at service loads. Unit weight of concrete is 24.50 kN/m3 and f'c = 42 MPa
The properties of the double-tee sections are
A = 220,000 mm2 L = 11.5 m
I = 1890(106) mm4
Service loads on floor;
Dead load = 3.5 kPa
Live load = 7.5 kPa
Determine the prestressing force at the final stage, considering the bottom fiber of the midspan not to exceed
the modulus of rupture.
P
pf2

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Romans 3: 24 “But by the free gift of God’s grace all are put right with him through Christ Jesus, who sets them free.”

Prestressed Concrete Design

Final Exam Name: _________________________________________________________ Instructor: Engr. Gamana Section: Date: Academic Integrity : Students who violate University rules on scholastic dishonesty are subject to disciplinary penalties, including the possibility of failure in the course and/or dismissal from the University. Since such dishonesty harms the individual, all students, and the integrity of the University, policies on scholastic dishonesty will be strictly enforced. Solutions: Use 3 decimal places in your calculations, place your final answer with proper units on the first sheet of your scratch paper, and credits will only be given for correct answers with correct solutions.

  1. Member AB has a rectangular cross-section of 1 6 X 24 mm. For the loading shown with d = 55 mm and P = 30 kN. a. Determine the normal stress at the midpoint of points H and K (a point 6 mm below K or 6 mm above H, not the average of H and K). b. Determine the major principal stress at the midpoint of points H and K (a point 6 mm below K or 6 mm above H, not the average of H and K).
  2. The section of a prestressed double-tee concrete floor joist is shown in the figure. Assume that there is a prestress loss of 15% at service loads. Unit weight of concrete is 24.50 kN/m3 and f'c = 42 MPa The properties of the double-tee sections are A = 220,000 mm2 L = 11. 5 m I = 1890(106) mm

Service loads on floor;

Dead load = 3 .5 kPa

Live load = 7.5 kPa

Determine the prestressing force at the final stage, considering the bottom fiber of the midspan not to exceed

the modulus of rupture.

P

Romans 3: 24 “But by the free gift of God’s grace all are put right with him through Christ Jesus, who sets them free.”

  1. A beam shown in the figure below is pre-tensioned using a 50 mm strand tendons placed variably throughout the length (Harped) with fpu=1860 MPa, fpy=0.85fpu, and the concrete capacity is f'c=4 5 MPa, f'ci=0.70f'c. Design the section using an I-beam with Bf= 1900 mm, hf=150 mm, Bw=120 mm, and carrying a load of w_LL=20 kN/m, w_(DL(assumed))=15 kN/m, w_SD=10 kN/m. The location of the centroid of the tendons is 250 mm from the bottom fiber, and the Prestressed losses = 18 %. a. Determine the total height (mm) of the I-beam (Roundup, increment of 50 mm) considering midspan is critical.
  2. The section of a prestressed hollow core slab is shown in the figure. The slab is simply supported over a span of 8.5 m and carries a superimposed dead load of 1.5 kPa and a live load of 2.10 kPa. The initial total prestressing force is 580 kN. Assume loss of prestressing of 17 % at service loads. The properties of the section are as follows: A_c=120x10^ mm^2, I_c=312x10^6 mm^4, w_D=2.30 kPa. a. Determine the stress at the bottom fiber of midspan for the final stage of loading in MPa 30