T-beam effective flange — the portion of slab that may be considered to act effectively with the rib (web) of a T-beam depends on which geometric parameters?

Difficulty: Easy

Correct Answer: all the above

Explanation:


Introduction / Context:
The effective flange width in a T-beam captures how much of the slab actually participates in compression with the beam web. Because stress distribution in the slab is non-uniform (shear lag), design codes cap the effective flange width using several geometric limits to prevent unconservative assumptions.


Given Data / Assumptions:

  • Monolithic slab–beam construction forming T-sections under sagging moment.
  • Need to identify the variables governing effective flange width.
  • Typical code limits involve span, spacing, and slab thickness along with web breadth.


Concept / Approach:

Effective flange width is influenced by: (1) span (longer spans allow wider stress spread), (2) spacing between adjacent beams (flange cannot exceed half-spacing each side), (3) slab thickness (thicker slabs distribute compression more effectively), and (4) web breadth (local participation right above the web). Thus, all the stated geometric factors matter.


Step-by-Step Solution:

List common limits: b_f ≤ L/3; b_f ≤ spacing of beams; b_f ≤ b_w + 12*t_s (typical rule).Recognize that each limit ties to span, spacing, thickness, and web breadth.Therefore, effective flange depends on all listed parameters.


Verification / Alternative check (if short method exists):

Compute each limit for a given geometry and select the least value to remain conservative.


Why Other Options Are Wrong:

Each single-parameter option is incomplete; codes use multiple simultaneous limits.


Common Pitfalls (misconceptions, mistakes):

Equating effective flange width to the full tributary slab width; forgetting to adopt the minimum of the applicable limits.


Final Answer:

all the above

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