IS 11384:1985 is the Indian Standard (BIS) for composite construction in structural steel and concrete. This code provides guidelines for the design and construction of composite structures using structural steel and concrete. It covers the design of composite beams, slabs, and columns based on the Working Stress Method, including provisions for shear connectors and deflection checks.
Code of Practice for Composite Construction in Structural Steel and Concrete
Steel-concrete composite beam key points.
| Reference | Value | Clause |
|---|---|---|
| Mechanism | Concrete in compression + steel in tension via studs | Concept |
| Two load stages | Construction (bare steel) AND composite stage | Design |
| Unpropped beam | Bare steel carries wet concrete (often governs) | Stage |
| Effective width | Slab width acting with the beam (per IS 11384) | Cl. |
| Shear connection | Studs for horizontal shear (full/partial) | Connectors |
| Long-floor governing | Deflection + floor vibration | Serviceability |
| Lock on drawings | Propped vs unpropped assumption | — |
BIM-relevant code. See the BIM Hub for ISO 19650, IFC, and LOD/LOIN frameworks used alongside it.
IS 11384:1985 is the code of practice for composite construction in structural steel and concrete — the design code for members where a steel section and a concrete slab act together through shear connectors, principally composite beams (steel beam + RCC slab) and composite floor decks. It is what you use to design the economical long-span steel-framed floors common in commercial and industrial buildings.
It is read with the steel–concrete stack:
In a composite beam the concrete slab resists compression and the steel section resists tension, connected by shear studs/connectors so they act as one deep section — far stiffer and stronger than the steel beam alone, for little extra steel.
Key design themes in IS 11384:
Brief: a steel floor beam composite with a 125 mm RCC slab, unpropped construction.
Step 1 — construction stage: the bare steel section alone carries slab self-weight + construction live load; check its bending, deflection and lateral-torsional buckling (slab not yet acting) — this often sizes the steel beam.
Step 2 — effective width: compute the slab effective width acting with the beam per IS 11384.
Step 3 — composite moment capacity: plastic/elastic composite section (concrete in compression, steel in tension) resists the composite-stage moment from superimposed dead + live load; verify capacity ≥ demand.
Step 4 — shear connectors: size and space studs for the horizontal shear between steel and slab (full shear connection for the worked case); add transverse slab reinforcement for longitudinal shear.
Step 5 — serviceability: composite-stage deflection within limits and a floor-vibration check for the long span — for office/commercial floors vibration, not strength, is often the binding criterion.
1. Designing only the composite stage. Unpropped, the bare steel beam carries wet concrete — skip the construction-stage check and the beam fails before it ever acts compositely.
2. Under-providing shear connectors. Without adequate, correctly-spaced studs the steel and slab don't act together — you get a steel beam plus a cracked slab, not a composite section.
3. Ignoring longitudinal shear / transverse steel in the slab. The slab can split along the connector line without transverse reinforcement.
4. Strength-only design of long floors. Composite floors are governed by deflection and vibration for typical office spans — a strength-only design feels 'lively' and gets rejected by occupants.
5. Wrong propping assumption. Propped vs unpropped completely changes which stage governs and the locked-in stresses — fix the construction method in the design, and on the drawings.
IS 11384:1985 is old and working-stress-flavoured, while international composite practice (Eurocode 4, AISC 360 composite provisions) is limit-state and far more developed on partial shear connection, profiled-deck composite slabs and floor-vibration serviceability. On Indian projects designers commonly use IS 11384 as the referenced code while doing the actual design (especially floor vibration and metal-deck composite slabs) to Eurocode 4/AISC and documenting it — acceptable and usually necessary, because IS 11384 barely addresses modern composite-deck floors and vibration.
The enduring engineering messages are unchanged: composite action is economical but contingent — it exists only if the shear connectors and construction sequence are right, and long composite floors are serviceability-governed (deflection + vibration), not strength-governed. Always design both load stages, lock the propping assumption on the drawings, and run a vibration check for any commercial floor span. A BIS update aligning with limit-state composite design has long been due; until then, treat IS 11384 as the baseline and supplement deliberately.
| Parameter | IS Value | International | Source |
|---|---|---|---|
| Primary Design Philosophy | Working Stress Method (WSM) | Limit State Design (LSD) / Load and Resistance Factor Design (LRFD) | EN 1994-1-1 / AISC 360 |
| Effective Flange Width (Interior Beam) | Lesser of (Span/4) or (c/c spacing of beams) | Lesser of (L₀/4) or (beam spacing). L₀ is distance between points of zero moment. | AISC 360 / EN 1994-1-1 |
| Partial Safety Factor for Steel (Yielding) | γ_m = 1.15 (in LSM appendix, from IS 800) | γ_M0 = 1.0 | EN 1994-1-1 |
| Resistance Factor for Steel (Flexure) | Not directly applicable in WSM. Corresponds to 1/γ_m ≈ 0.87 in LSM. | φ_b = 0.90 | AISC 360 |
| Minimum Degree of Shear Connection | Not explicitly specified as a minimum percentage; design can be for 'full' or 'partial' connection. | Generally required. E.g., ≥ 25% of full connection capacity. | AISC 360 |
| Modular Ratio (m) for WSM | m = 280 / (3 * σ_cbc), where σ_cbc is permissible stress in concrete. | WSM is not the primary method. For serviceability, an effective modular ratio 'n_eff' based on creep coefficient is used. | EN 1994-1-1 |
| Shear Stud Strength Basis | Tabulated allowable loads (WSM) or simple formula based on d², √f_ck, E_c (LSM appendix). | Lesser of stud steel strength (based on ultimate tensile strength f_u) or concrete crushing/cone failure strength (based on √f_ck, E_cm). | EN 1994-1-1 |