What is the Neutral Axis in a reinforced concrete beam?
B
The point of maximum stress
C
The axis where bending moment is zero
D
The axis where bending stress is zero
Analysis & Theory
The Neutral Axis (NA) is the axis in the beam's cross-section where the bending stress is zero during flexure.
Where does the neutral axis lie in a simply supported RC beam under bending?
C
At the centroid of the tension zone
D
Between the compression and tension zones
Analysis & Theory
The neutral axis lies between the compression and tension zones — it divides the section into compressive and tensile regions.
What is the position of the neutral axis in a balanced section?
A
Very close to top fiber
B
Coincides with centroid
C
At a depth where both concrete and steel reach permissible stress
Analysis & Theory
In a balanced section, the NA is at such a depth that concrete reaches its permissible stress in compression and steel in tension simultaneously.
In an under-reinforced section, the neutral axis lies:
A
Higher up (closer to compression zone)
B
Lower down (closer to tension zone)
Analysis & Theory
In under-reinforced sections, steel yields before concrete crushes — so the NA shifts downward (closer to the tension zone).
In an over-reinforced beam section, the neutral axis lies:
A
Closer to compression zone
Analysis & Theory
In over-reinforced sections, concrete fails before steel — hence the NA shifts upward toward the compression zone.
What is the significance of locating the neutral axis in design?
A
To calculate moment of inertia
B
To ensure depth of beam
C
To determine stress distribution and section type
Analysis & Theory
The position of the NA helps in determining whether the section is under-reinforced, balanced, or over-reinforced and aids in stress analysis.
In working stress method, the position of neutral axis is found by:
A
Equating moments of area above and below
B
Strain compatibility method
C
Equating total stress in steel and concrete
Analysis & Theory
In WSM, the NA is found using the equilibrium of compressive and tensile moments of the transformed section (moment of areas).
Which of the following increases the depth of the neutral axis?
A
Using high grade concrete
B
Using more tensile steel
C
Decreasing the effective depth
D
Increasing the beam width
Analysis & Theory
Higher strength concrete can carry more compression, which shifts the NA deeper into the section (higher depth).
If the depth of the neutral axis is less than critical (balanced) depth, the section is:
Analysis & Theory
Depth of NA < critical means the steel yields before concrete — this is an under-reinforced, ductile section.
The location of the neutral axis affects:
Analysis & Theory
Neutral axis depth is key in determining the internal lever arm, which directly affects the moment of resistance of the section.