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Composite construction

Advanced and Design Steel Design Reviewed 24 Oct 2026 2 min read

Composite construction makes steel and concrete work as one member. The commonest case is a steel beam supporting a concrete slab, with shear connectors, usually welded headed studs, joining the two. Without connectors, the slab and the beam slip past each other and bend separately. With them, the slab becomes a wide compression flange and the steel works mostly in tension, so the combined section is much stronger and stiffer than the two parts acting alone.

For bending at the ultimate limit state, the usual approach is plastic: the slab, over an effective width, is assumed to carry a uniform compressive stress block, and the steel to yield. If the steel's full yield force can be balanced by concrete within the slab depth, the plastic neutral axis lies in the slab and the moment capacity is the steel force times the lever arm between the steel centroid and the centre of the concrete block. If not, the neutral axis drops into the steel.

Diagram: Indiacon original, not to scale.

The shear connectors must transfer the longitudinal force between the point of zero moment and the point of maximum moment. Full interaction needs enough connectors to carry the smaller of the steel yield force and the slab crushing force; partial interaction uses fewer and accepts a lower capacity. Connector spacing, edge distance and slab reinforcement across the connectors are detailed so that the slab does not split.

During construction, before the concrete hardens, the steel beam alone carries the wet concrete unless it is propped. Composite columns, steel sections encased in or filled with concrete, and composite bridge decks use the same principles. Indian guidance is in IS 11384; international practice in EN 1994 and AISC 360.

Tip

Always check the construction stage: the bare steel beam with wet concrete and construction load often governs.

Key formulas
  • Steel tension (design): T = A_s f_y / γ_m0
  • Slab compression (illustrative block): C = 0.36 f_ck b_eff x, acting at 0.42 x from the top
  • Plastic neutral axis in slab when x ≤ slab depth; M_p = T × lever arm
Common mistake

Counting the full slab width instead of the effective width.

Solved example

Problem. A steel beam with A_s = 5 000 mm², f_y = 250 MPa, depth 400 mm, supports a 120 mm slab (M25) with effective width 2 000 mm, with full shear connection. Using γ_m0 = 1.10 and an illustrative concrete block of 0.36 f_ck acting at 0.42 x, find the neutral axis depth and the plastic moment.

  1. T = 5 000 × 250 / 1.10 = 1 136 364 N.
  2. x = T / (0.36 × 25 × 2 000) = 1 136 364 / 18 000 = 63.1 mm, which is within the 120 mm slab.
  3. Lever arm = 400 / 2 + 120 − 0.42 × 63.1 = 200 + 120 − 26.5 = 293.5 mm.
  4. M_p = 1 136 364 × 293.5 = 333.5 × 10⁶ Nmm = 333.5 kNm.

Answer. Neutral axis 63 mm deep in the slab; M_p ≈ 334 kNm (illustrative)

Quick quiz

1What do shear connectors do?

Transfer longitudinal shear so slab and beam act together without slip.

2Who carries the wet concrete if the beam is unpropped?

The steel beam alone.

3What is partial interaction?

Fewer connectors than needed for full force transfer, accepting lower capacity.

Code note
  • IS 11384 (India): Composite construction in structural steel and concrete: design rules.
  • EN 1994 (Eurocode 4) (Europe): Design of composite steel and concrete structures.
  • AISC 360 (USA): Specification for structural steel buildings.
  • IRC:22 (India): Composite (steel-concrete) construction for road bridges.

Cited by number and clause only. We do not reproduce clause text, tables or figures (BIS Act 2016, s.10(5) and s.11). Check the current edition and amendments before use.

References and further reading

Standard texts, listed in no order of merit. We do not copy text, figures, tables or solved problems from any book; our explanations and examples are original.

  • N. Subramanian, Design of Steel Structures, Oxford University Press, latest edition.
  • C. G. Salmon, J. E. Johnson, F. A. Malhas, Steel Structures: Design and Behavior, Pearson, 5th edition.
  • W. T. Segui, Steel Design, Cengage, latest edition.

Free and official sources

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