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This section includes 18 Mcqs, each offering curated multiple-choice questions to sharpen your Prestressed Concrete Structures knowledge and support exam preparation. Choose a topic below to get started.
1. |
The shift of pressure line measured from centroidal axis is obtained as ___________ |
A. | (m/p)-e |
B. | (m/q)-e |
C. | (m/r)-e |
D. | (m/i)-e |
Answer» B. (m/q)-e | |
2. |
The change in the external moments in the elastic range of prestressed concrete beam results in ___________ |
A. | Bending moment in pressure line |
B. | Torsion in pressure line |
C. | Flexure in pressure line |
D. | Shift of the pressure line |
Answer» E. | |
3. |
The eccentricity e in the pressure line diagram is? |
A. | h/16 |
B. | h/12 |
C. | h/15 |
D. | h/8 |
Answer» B. h/12 | |
4. |
The location of the pressure line depends upon ___________ |
A. | Breakage and Bondage |
B. | Magnitude and direction |
C. | Shear and Torsion |
D. | Pressure and equilibrium |
Answer» C. Shear and Torsion | |
5. |
The concept of pressure line is very useful in understanding the concept of ___________ |
A. | Load carrying mechanism |
B. | Bending mechanism |
C. | Shear mechanism |
D. | Torsion mechanism |
Answer» B. Bending mechanism | |
6. |
The locus of the points of application of resultant force in any structure is termed as ___________ |
A. | Pressure line |
B. | Hollow line |
C. | Beam line |
D. | Tendon line |
Answer» B. Hollow line | |
7. |
A prestressed concrete beam of section 200mm wide by 300mm deep of imposed load 4kn/m at a span of 6m, density of concrete is 24kn/m3. Find the concentric prestressing force necessary for zero fiber stress at the soffit? |
A. | 490 |
B. | 560 |
C. | 230 |
D. | 310 |
Answer» B. 560 | |
8. |
The resultant stress distribution due to eccentric prestressing, dead and live loads at any given section are obtained as ___________ |
A. | Fsup = (p/a-pe/zt)+(mg/zt)+(mq/zt) |
B. | Fsup = (p/a-pe/zt)+(mg/zt)+(mq/zt) |
C. | Fsup = (p/a-pe/zt)+(mg/zt)+(mq/zt) |
D. | Fsup = (p/a-pe/zt)+(mg/zt)+(mq/zt) |
Answer» B. Fsup = (p/a-pe/zt)+(mg/zt)+(mq/zt) | |
9. |
The resultant stresses in concrete at any section are obtained by the effect of ___________ |
A. | Prestress and flexural stresses |
B. | Prestress and bending stresses |
C. | Prestress and shear stresses |
D. | Prestress and torsion stresses |
Answer» B. Prestress and bending stresses | |
10. |
THE_CHANGE_IN_THE_EXTERNAL_MOMENTS_IN_THE_ELASTIC_RANGE_OF_PRESTRESSED_CONCRETE_BEAM_RESULTS_IN:?$ |
A. | Bending moment in pressure line |
B. | Torsion in pressure line |
C. | Flexure in pressure line |
D. | Shift of the pressure line |
Answer» E. | |
11. |
The_shift_of_pressure_line_measured_from_centroidal_axis_is_obtained_as:$ |
A. | (m/p)-e |
B. | (m/q)-e |
C. | (m/r)-e |
D. | (m/i)-e |
Answer» B. (m/q)-e | |
12. |
The location of the pressure line depends upon: |
A. | Breakage and Bondage |
B. | Magnitude and direction |
C. | Shear and Torsion |
D. | Pressure and equilibrium |
Answer» C. Shear and Torsion | |
13. |
The concept of pressure line is very useful in understanding the concept of: |
A. | Load carrying mechanism |
B. | Bending mechanism |
C. | Shear mechanism |
D. | Torsion mechanism |
Answer» B. Bending mechanism | |
14. |
The locus of the points of application of resultant force in any structure is termed as: |
A. | Pressure line |
B. | Hollow line |
C. | Beam line |
D. | Tendon line |
Answer» B. Hollow line | |
15. |
A prestressed concrete beam of section 200mm wide by 300mm deep of imposed load 4kn/m at a span of 6m, density of concrete is 24kn/m3. Find the concentric prestressing force necessary for zero fiber stress at the soffit? |
A. | 490 |
B. | 560 |
C. | 230 |
D. | 310 |
Answer» B. 560 | |
16. |
A concrete beam of rectangular section, 250mm wide and 600mm deep. Calculate the bending moment that can be applied without applying tension at the soffit of the beam with given m/z value as 5.74? |
A. | 26.4 |
B. | 54.8 |
C. | 34.5 |
D. | 86.1 |
Answer» E. | |
17. |
The resultant stress distribution due to eccentric prestressing, dead and live loads at any given section are obtained as: |
A. | F<sub>sup</sub> = (p/a-p<sub>e</sub>/z<sub>t</sub>)+(m<sub>g</sub>/z<sub>t</sub>)+(m<sub>q</sub>/z<sub>t</sub>) |
B. | F<sub>sup</sub> = (p/a-p<sub>e</sub>/z<sub>t</sub>)+(m<sub>g</sub>/z<sub>t</sub>)+(m<sub>q</sub>/z<sub>t</sub>) |
C. | F<sub>sup</sub> = (p/a-p<sub>e</sub>/z<sub>t</sub>)+(m<sub>g</sub>/z<sub>t</sub>)+(m<sub>q</sub>/z<sub>t</sub>) |
D. | F<sub>sup</sub> = (p/a-p<sub>e</sub>/z<sub>t</sub>)+(m<sub>g</sub>/z<sub>t</sub>)+(m<sub>q</sub>/z<sub>t</sub>) |
Answer» B. F<sub>sup</sub> = (p/a-p<sub>e</sub>/z<sub>t</sub>)+(m<sub>g</sub>/z<sub>t</sub>)+(m<sub>q</sub>/z<sub>t</sub>) | |
18. |
The resultant stresses in concrete at any section are obtained by the effect of: |
A. | Prestress and flexural stresses |
B. | Prestress and bending stresses |
C. | Prestress and shear stresses |
D. | Prestress and torsion stresses |
Answer» B. Prestress and bending stresses | |