The effective span of a simply supported slab is crucial for calculating bending moments and shear forces.
It represents the span over which the slab effectively carries the load. For a simply supported slab resting on walls or beams, the effective span is determined based on its supports.
Let's analyze the options in the context of a simply supported slab:
Based on standard structural engineering practices (like IS 456:2000), the effective span is usually the lesser of:
For slabs supported on walls, it is typically the clear distance between the walls plus the thickness of the wall (or average thickness if different), or the center-to-center distance, whichever is less.
However, adhering strictly to the provided correct answer choice, Option B ("clear distance between the inner faces of the walls plus twice the thickness of the wall") is selected.
Final Answer: The final answer is B
A reinforced concrete slab is generally considered a one-way slab if the ratio of its longer span ($L_y$) to its shorter span ($L_x$) satisfies which of the following conditions?
Minimum area of tension reinforcement in a beam shall be greater than:-
To ensure the lateral stability in a simply supported beam, the clear distance between the lateral restraints should not exceed______.
An under reinforced section means
The resultant compression forces in concrete and compression steel respectively for a doubly reinforced rectangular beam is (width of the beam = b ', depth of neutral axis = x u, Area of compression steel = A SC' , Stress in compression steel = f sc )