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IRC 22 : 2008

Standard Specifications and Code of Practice for Road Bridges — Composite Construction

AASHTO LRFD Section 6.10 · EN 1994-2
CurrentFrequently UsedCode of PracticeTransportation · Bridges and Bridge Engineering
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Summary

IRC 22 covers composite steel-concrete bridge design — where steel girders work together with the concrete deck slab. Shear connectors (usually welded studs) transfer horizontal shear between steel and concrete. Economical for medium spans (20-40m).

Design of composite steel-concrete road bridges where steel girders act compositely with RCC deck slab through shear connectors.

Key Values
Shear stud diameter19-22mm typical
Shear stud capacity (M40)~100 kN per stud
Effective flange widthSpan/4 or actual, whichever less
Practical Notes
! Composite bridges save 20-30% steel weight compared to non-composite steel bridges.
! Construction sequence matters: Stage 1 (non-composite) = steel carries wet concrete. Stage 2 (composite) = steel+concrete carry live loads.
! Shear stud welding quality is CRITICAL — 100% visual + bend test on 5% of studs.
! Long-term effects (creep, shrinkage) reduce effective composite action — use long-term modular ratio for dead load.
! For spans 20-40m, composite is often the most economical solution.
! Always verify the weldability of the structural steel grade specified. Some high-strength steels require preheating.
! Ensure adequate curing of the concrete deck slab, especially in hot and dry conditions, to prevent shrinkage cracks.
! The connection of shear studs to the top flange of the steel girder is critical. Ensure proper welding procedures and quality control.
! For larger spans, consider the effect of creep and shrinkage in concrete on the long-term behavior of the composite structure.
! When detailing reinforcement in the deck slab, pay close attention to the anchorage of dowel bars at expansion joints.
! The minimum slab overhang is crucial for providing a safe working platform during construction and for future maintenance.
! Regular site inspections are vital to ensure that the spacing and embedment of shear connectors comply with the design drawings.
! Consider detailing for diaphragm action between girders to ensure proper load distribution, especially under torsional loads.
! The analysis of composite sections should account for the modular ratio (n = Es/Ec), which can change with time due to creep.
! For fatigue-sensitive bridges, careful consideration of stress concentrations around shear connectors and welded details is essential.
! Ensure proper drainage of the deck slab to prevent water ingress and potential corrosion of steel elements.
! When specifying concrete grades, consider the availability of materials and local batching plant capabilities.
! The shear connector spacing should be adjusted based on the critical shear locations to ensure sufficient shear transfer capacity.
! It's good practice to perform load testing on the first few spans to validate the design assumptions and construction quality.
! The foundation design must account for the significant dead load of the composite structure.
Cross-Referenced Codes
IRC 24:2010Standard Specifications and Code of Practice ...
→
IRC 112:2020Code of Practice for Design of Reinforced Con...
→
IRC 6:2017Standard Specifications and Code of Practice ...
→
IS 800:2007General Construction in Steel - Code of Pract...
→
composite bridgesteel-concreteshear connectorcomposite actionIRC
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Similar International Standards
AASHTO LRFD Section 6.10AASHTO (US)
HighCurrent
Steel-Concrete Composite Bridges
Both cover composite bridge design with shear connector provisions.
EN 1994-2:2005CEN (EU)
HighCurrent
Eurocode 4: Composite steel and concrete structures — Part 2: Bridges
Both cover composite bridge design.
Key Differences
Key Similarities
≈All three treat composite action through shear connectors with similar effective width and capacity formulas.
Parameter Comparison
ParameterIS ValueInternationalSource
⚠ Verify details from original standards before use
Quick Reference Values
Shear stud diameter19-22mm typical
Shear stud capacity (M40)~100 kN per stud
Effective flange widthSpan/4 or actual, whichever less
Modular ratio (short term)Es/Ec = 7-8 (M40 concrete)
Modular ratio (long term)2 × short term (for creep)
Steel saving vs pure steel20-30% reduction in steel weight
Optimal span range20-40m (composite most efficient)
Minimum grade of concrete for deck slabM25
Minimum grade of concrete for abutments and piersM20
Minimum grade of steel for structural membersFe 415
Minimum diameter of shear connectors (studs)12 mm
Minimum embedment depth of shear connectors100 mm or 3d, whichever is greater (d=stud diameter)
Maximum spacing of shear connectors along longitudinal direction (slab)200 mm
Maximum spacing of shear connectors along transverse direction (slab)400 mm
Minimum concrete cover to reinforcement in deck slab25 mm
Minimum thickness of deck slab150 mm
Factor of safety for bearing pressure on concrete3.0
Coefficient of friction between steel and concrete (typical)0.5
Modulus of elasticity of concrete (Ec) for composite beam analysis (typical)5000 * sqrt(fck) MPa
Modulus of elasticity of steel (Es)200000 MPa
Shear lag coefficient (typical for long spans)0.75
Factor of safety for ultimate strength of shear connectors2.0
Minimum slab overhang beyond the outer girder300 mm
Maximum permissible deflection of composite deck slabSpan/800
Minimum clear span for composite construction (typical starting point)10 m
Key Formulas
Horizontal shear VL = 0.5 × fck × Asc or fy × As (whichever less)
Number of connectors = VL / (Capacity per connector)
Composite moment of inertia: transform concrete to equivalent steel using modular ratio
Short-term modular ratio m = Es/Ec = 200000/(5000√fck)
Effective width of flange, b_eff = Min (S + 2.5t_s + 6t_d, S_c)
Moment of inertia of composite section, I_c = I_s + A_s * y_s^2 + n * (I_c + A_c * y_c^2)
Shear capacity of shear connectors, Q_R = A_stud * f_u / (C1 * sqrt(fc_k)) * (E_c / E_s)^0.5 * (d_stud / h_stud)
Design bending moment, M_d = γ_f * M_k
Maximum shear force, V_max = γ_f * V_k
Shear lag factor, β = 1 - (1/3) * (b_eff - b_w) / l_g
Key Tables
Table 1 — Shear connector capacities
Table 2 — Properties of concrete
Table 3 — Properties of reinforcing steel
Table 4 — Properties of structural steel
Table 5 — Shear connector design values
Table 6 — Minimum concrete cover for reinforcement
Table 7 — Maximum permissible deflections
Key Clauses
Cl. 3 — Effective flange width of concrete slab
Cl. 4 — Shear connector design (stud, channel, angle)
Cl. 5 — Composite section properties
Cl. 6 — Creep and shrinkage effects
Cl. 3.1.1 — Materials for concrete
Cl. 3.2.1 — Steel reinforcement
Cl. 3.3 — Structural steel
Cl. 4.1 — General requirements for composite action
Cl. 4.2 — Shear connectors
Cl. 4.3 — Composite girder design
Cl. 5.1 — Design for bending
Cl. 5.3 — Design for shear
Cl. 6.1 — Deck slab design
Cl. 7.1 — Durability and corrosion protection
What is composite bridge construction?+
Steel girders and concrete deck slab act as ONE structural unit through shear connectors (usually welded studs). Steel carries tension, concrete carries compression — 20-30% lighter than pure concrete for the same span.
How are shear studs tested?+
100% visual inspection for weld quality + bend test on 5% of studs (bend 15° and check for cracks). Failed studs are replaced.
Why not use composite for all bridges?+
Short spans (<15m): concrete slab bridge is simpler and cheaper. Long spans (>50m): steel or prestressed more efficient. Composite is optimal for 20-40m — the most common span range for flyovers.
What is the primary advantage of using composite construction as per IRC 22:2008?+
Composite construction offers significant advantages in terms of increased load-carrying capacity, improved stiffness, and reduced material usage compared to traditional steel or concrete bridges. By utilizing the compressive strength of concrete and the tensile strength of steel acting together through shear connectors, it results in more efficient and economical bridge designs.
How is the effective width of the concrete flange determined in composite beam design?+
The effective width of the concrete flange is determined based on the span length, the spacing between girders, and the thickness of the concrete slab and steel flange. IRC 22:2008 provides specific formulas and limits in Clause 4.1.2 to calculate this effective width, ensuring adequate load distribution across the concrete deck.
What are the critical factors to consider for shear connector design and placement?+
The design and placement of shear connectors are crucial for achieving composite action. Key factors include their diameter, embedment depth, longitudinal and transverse spacing, and material properties. IRC 22:2008 details these requirements in Clause 4.2, emphasizing sufficient shear strength and proper anchorage to prevent slip between the steel girder and the concrete slab.
How does creep and shrinkage of concrete affect composite bridge design?+
Creep and shrinkage of concrete can lead to redistribution of stresses and an increase in the modular ratio (n = Es/Ec) over time. This can cause secondary moments and affect the long-term deflection and load-carrying capacity. IRC 22:2008 implicitly accounts for these effects in the design methodologies, particularly for longer spans, by considering the time-dependent properties of concrete.
What are the typical steel grades and concrete grades recommended by IRC 22:2008 for composite construction?+
IRC 22:2008 recommends specific grades for materials. Typically, structural steel grades like Fe 415 or higher are used for girders. For the concrete deck slab, a minimum grade of M25 is usually specified, while abutments and piers might use M20 or higher, depending on the design requirements as detailed in Clauses 3.1 and 3.3.
What is the role of the shear lag effect in composite bridge design, and how is it addressed?+
The shear lag effect occurs in wide flanges where the stress distribution across the flange width is not uniform, leading to a reduction in stiffness. IRC 22:2008 addresses this by introducing a shear lag coefficient (β) in the calculation of the moment of inertia of the composite section, as outlined in Clause 4.1.3, to accurately reflect the reduced effective stiffness.
What are the safety factors applied in the design of composite bridges?+
IRC 22:2008 specifies partial safety factors for loads (e.g., dead load, live load) and material strengths. These factors, detailed in Clause 5.1, ensure that the bridge can withstand the factored loads with an adequate margin of safety against ultimate failure and serviceability limits like deflection.
How is the durability and corrosion protection of composite bridges ensured?+
Durability and corrosion protection are critical for the longevity of composite bridges. IRC 22:2008 emphasizes adequate concrete cover to reinforcement (Clause 6.1), appropriate surface treatments for steel elements, and selection of durable materials to prevent premature deterioration, especially in aggressive environments.
What are the typical deflection limits for composite deck slabs?+
Serviceability limits, including deflection, are crucial for user comfort and structural integrity. IRC 22:2008 specifies maximum permissible deflection limits for the deck slab, typically related to the span length (e.g., Span/800), to ensure that the bridge remains functional and aesthetically acceptable under service loads.
Can composite construction be used for long-span bridges, and what considerations are important?+
Yes, composite construction can be effectively used for long-span bridges. However, for longer spans, considerations like increased dead load, more pronounced creep and shrinkage effects, and the need for more sophisticated analysis techniques become paramount. The code provides guidance on these aspects, often involving advanced structural analysis methods.
What are the minimum requirements for the concrete deck slab thickness and reinforcement?+
IRC 22:2008 specifies minimum requirements for deck slab thickness (e.g., 150 mm) and reinforcement (e.g., minimum reinforcement ratio, bar spacing) to ensure its structural integrity and load-carrying capacity. These provisions are detailed in Clause 6.1, ensuring adequate strength and crack control.
How are diaphragm members designed in composite bridges according to IRC 22:2008?+
Diaphragm members are essential for distributing loads and providing lateral stability to the bridge superstructure. While not exclusively a composite element, their design in composite bridges is integrated with the overall structural analysis to ensure effective load transfer and torsional rigidity, as per general bridge design principles and the specific requirements for lateral load distribution.