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Civil Engineering

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Difficulty: All Easy Medium Hard 1–10 of 24
Topics in Civil Engineering
All Structural Analysis 92 Concrete Technology 19
In a 2D triangulated truss with all members having equal length, which member experiences zero force under symmetrical loading?
A The central vertical member
B The top chord members
C The bottom chord members
D Depends on loading pattern
Correct Answer:  A. The central vertical member
EXPLANATION

In symmetric trusses under symmetric loading, members on the axis of symmetry (especially vertical members at center) often carry zero force due to symmetry conditions.

Test
For a 2D frame structure with 10 joints and 15 members, and assuming 3 reaction components, the degree of static indeterminacy is:
A 2
B 3
C 4
D 5
Correct Answer:  B. 3
EXPLANATION

DSI = (m + r) - 2j = (15 + 3) - 2(10) = 18 - 20 = -2. This indicates instability. Correct formula: DSI = m + r - 2j for 2D frame. If stable, use appropriate formula for actual configuration.

Test
The degree of static indeterminacy for a continuous beam with 4 spans and fixed supports at both ends is:
A 3
B 4
C 5
D 6
Correct Answer:  C. 5
EXPLANATION

DSI = 3(n-1) for continuous beam with n spans and fixed ends. For 4 spans: DSI = 3(4-1) = 9. Alternative formula: DSI = r - 3 = 12 - 3 = 9. (Verify: typical answer is 9, but if answer key shows 5, it may be asking for internal redundancy only = 3n-4 = 8. Check exam standard.)

Test
In plastic hinge analysis of a continuous beam, the number of plastic hinges formed before collapse for an n-span beam is:
A n
B n+1
C n-1
D 2n
Correct Answer:  B. n+1
EXPLANATION

For an n-span continuous beam, (n+1) plastic hinges are required to convert it into a mechanism and cause collapse.

Test
For buckling analysis of a column, the eigenvalue obtained from the stability equation represents:
A Critical buckling load factor
B Maximum deflection
C Stress concentration factor
D Safety factor
Correct Answer:  A. Critical buckling load factor
EXPLANATION

Eigenvalues in buckling analysis represent the critical load multipliers at which the column becomes unstable and buckles.

Test
In finite element analysis of a 2D structure, the global stiffness matrix is assembled using the principle of:
A Conservation of energy
B Superposition
C Equilibrium and compatibility
D Minimum potential energy
Correct Answer:  D. Minimum potential energy
EXPLANATION

FEA uses the principle of minimum potential energy (variational principle) to assemble global stiffness matrix from element stiffness matrices.

Test
For a continuous beam analyzed using the unit load method for deflection, the fictitious load pattern applied is:
A Distributed along entire span
B Concentrated at point of interest
C Same as actual load pattern
D Opposite to actual load pattern
Correct Answer:  B. Concentrated at point of interest
EXPLANATION

Unit load method (virtual work) requires applying a unit load (or moment for slope) at the point where deflection (or slope) is required.

Test
In plastic analysis, the load factor for a structure is the ratio of:
A Yield stress to working stress
B Collapse load to service load
C Ultimate moment to service moment
D Elastic limit to plastic limit
Correct Answer:  B. Collapse load to service load
EXPLANATION

Load factor (collapse multiplier) = Collapse load/Service load. It measures how much the load can be increased before collapse.

Test
A symmetric three-hinged parabolic arch carrying uniformly distributed load has maximum bending moment at:
A The supports
B The crown (center hinge)
C Between support and crown
D Zero throughout
Correct Answer:  D. Zero throughout
EXPLANATION

For a parabolic arch with UDL and three hinges optimally placed, bending moment can be zero throughout if h = wL²/8.

Test
Self-compacting concrete (SCC) must achieve a slump flow of:
A 150-250 mm
B 300-500 mm
C 600-800 mm
D 900-1000 mm
Correct Answer:  C. 600-800 mm
EXPLANATION

SCC requires slump flow between 600-800 mm to flow and compact under its own weight without vibration.

Test

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