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IRC 18 : 2000

Design Criteria for Prestressed Concrete Road Bridges (Post-Tensioned)

AASHTO LRFD Bridge Design Specifications (USA) · Eurocode 2 (Europe) · BS 5400 (UK - Part 2 for loads, Part 4 for concrete bridges)
CurrentFrequently UsedCode of PracticeTransportation · Bridges and Bridge Engineering
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Summary

IRC:18 focuses on the design of post-tensioned prestressed concrete road bridges, detailing the application of prestressing forces to achieve enhanced structural performance. It mandates stringent checks for serviceability limit states like deflections and cracking, alongside ultimate limit states for ultimate strength and stability. The code emphasizes thorough consideration of creep, shrinkage, and relaxation effects on the prestressing force over time. Designers must adhere to specific material requirements, anchorage zone designs, and stress limitations in concrete and steel to ensure long-term structural integrity and rider comfort. The document serves as a crucial reference for engineers involved in the conceptualization, detailed design, and construction of prestressed concrete bridges.

This IRC code provides comprehensive guidelines and criteria for the design of post-tensioned prestressed concrete road bridges. It covers aspects ranging from material properties, prestressing forces, load calculations, stress limitations, and detailed design procedures for various bridge components. The code aims to ensure the safety, serviceability, and durability of such bridges under anticipated traffic and environmental conditions.

Key Values
minimum prestressing force at transferTypically 60% of the characteristic tensile strength of prestressing steel.
maximum prestressing force at transferTypically 80% of the characteristic tensile strength of prestressing steel.
loss of prestress due to elastic shorteningCalculated based on the stress distribution in concrete at the time of tensioning.
Practical Notes
! Ensure proper anchorage detailing to prevent stress concentrations and local failures in the concrete surrounding anchorages.
! Accurate estimation of prestress losses is critical for achieving the designed stress levels and ensuring serviceability.
! Creep and shrinkage coefficients should be selected based on local climatic conditions and concrete mix design.
! The modulus of elasticity of concrete (E_c) should be determined based on the grade of concrete and appropriate testing or code provisions.
! Consider the 'wobble' effect when calculating losses in post-tensioned tendons, especially for curved profiles.
! During construction, monitor tensioning forces carefully using calibrated gauges or hydraulic jacks.
! Adequate curing of concrete is essential to minimize shrinkage and achieve the specified strength.
! Regular inspections of bridges are necessary to identify any signs of distress, such as excessive cracking or deflection, which may indicate issues with prestressing.
! For multi-span continuous bridges, the distribution of prestressing forces and the continuity effects need to be carefully analyzed.
! The choice of prestressing system (e.g., bonded vs. unbonded) will influence the design and loss calculations.
! The long-term effects of relaxation of prestressing steel should be accounted for, especially at higher temperatures.
! The design should ensure that tensile stresses in concrete under service loads are within permissible limits to prevent durability issues and unsightly cracking.
! The fatigue life of prestressing tendons and anchorages should be considered, especially for bridges subjected to heavy and repetitive traffic loading.
! The effects of temperature variations on prestressed concrete bridges, including thermal stresses and expansion/contraction, must be adequately addressed.
! Consider using higher grades of concrete for critical components or in aggressive environmental conditions to enhance durability and strength.
! The design of the deck slab and its connection to girders is crucial for load distribution and overall bridge performance.
Cross-Referenced Codes
IS 1343:2012Prestressed Concrete - Code of Practice
→
Prestressed ConcretePost-TensioningRoad BridgesBridge DesignIRC CodesStructural EngineeringCivil EngineeringConcrete StructuresHighway EngineeringLimit State DesignAnchorage ZonesPrestress LossesServiceabilityUltimate StrengthIRC
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Similar International Standards
AASHTO LRFD Bridge Design Specifications (USA)
MediumCurrent
Eurocode 2 (Europe)
MediumCurrent
BS 5400 (UK - Part 2 for loads, Part 4 for concrete bridges)
MediumCurrent
CAN/CSA S6 (Canada)
MediumCurrent
Key Differences
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Key Similarities
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Parameter Comparison
ParameterIS ValueInternationalSource
Load Factors/Partial Safety Factors
Concrete Grades
Prestressing Steel Strength
Deflection Limits
Creep and Shrinkage Coefficients
⚠ Verify details from original standards before use
Quick Reference Values
minimum prestressing force at transferTypically 60% of the characteristic tensile strength of prestressing steel.
maximum prestressing force at transferTypically 80% of the characteristic tensile strength of prestressing steel.
loss of prestress due to elastic shorteningCalculated based on the stress distribution in concrete at the time of tensioning.
loss of prestress due to creepDependent on concrete properties, stress levels, and time.
loss of prestress due to shrinkageDependent on concrete properties, member size, and environmental conditions.
loss of prestress due to relaxationDepends on the type of prestressing steel and temperature.
allowable compressive stress in concrete at transferTypically 0.42 f_ck (characteristic cube strength) for axial compression, with higher values for eccentric compression, but not exceeding 0.56 f_ck.
allowable compressive stress in concrete at serviceTypically 0.40 f_ck for axial compression and 0.48 f_ck for eccentric compression, with specific limits for different loading conditions.
allowable tensile stress in concrete at serviceFor bridges carrying normal traffic, it is generally desirable to avoid tensile stresses. Where unavoidable, limits are specified, e.g., 0.1 f_ck for certain classes of bridges.
minimum concrete gradeTypically M30 for post-tensioned bridges, with higher grades (M40, M50) recommended for higher stresses and durability requirements.
minimum steel grade for prestressingTypically 1670 MPa (high tensile steel wires or strands).
maximum span for simply supported prestressed concrete bridgesThe code doesn't impose a strict upper limit, but practical considerations and cost often dictate spans up to 50-60 meters for typical designs. Larger spans often involve continuous structures or special arrangements.
ultimate flexural strength checkEnsures the section can resist factored bending moments without failure.
shear design criteriaInvolves calculating factored shear forces and ensuring adequate shear reinforcement is provided.
anchorage zone designCrucial for preventing bursting and spalling failures around anchorages.
deflection limits at serviceTypically L/250 for total deflection and L/500 for live load deflection, with specific allowances for camber.
crack width limits at serviceControlled to ensure durability and aesthetics, typically not exceeding 0.1 mm to 0.3 mm depending on exposure conditions.
prestressing force at servicePrestressing force after all losses.
modular ratioRatio of modulus of elasticity of steel to concrete (E_s / E_c).
Key Formulas
P_loss = P_elastic + P_creep + P_shrinkage + P_relaxation
P_elastic = (E_p / E_c) * σ_c'
M_u = Σ (P_si * a_i) + Σ (F_s * d_s)
Deflection = (K * W * L^4) / (E_c * I)
Key Tables
Grades of Concrete
Properties of Prestressing Steel
Permissible Stresses in Concrete at Transfer
Permissible Stresses in Concrete at Service
Impact Factors for Wheel Loads
Limits for Deflection
Crack Width Limits
Key Clauses
Materials
Loads and Forces
Loss of Prestress
Permissible Stresses
Design of Prestressed Concrete Members
Anchorage Zone Design
Deflection and Cracking
Durability and Surface Finish
Construction Considerations
Specific Design Considerations for Bridge Components
What is the primary objective of post-tensioning in concrete bridges?+
The primary objective of post-tensioning is to induce compressive stresses in the concrete structure that counteract the tensile stresses caused by external loads. This leads to a more efficient use of materials, allows for longer spans, reduces cracking, and improves the overall durability and serviceability of the bridge. By tensioning the steel tendons after the concrete has hardened, it allows for greater control over the prestressing force and the resulting stress distribution within the member.
How are prestress losses estimated according to IRC:18?+
IRC:18 outlines a systematic approach to estimating prestress losses, which are categorized into 'immediate losses' and 'time-dependent losses'. Immediate losses include elastic shortening of concrete and frictional losses due to wobble and curvature. Time-dependent losses include creep of concrete, shrinkage of concrete, and relaxation of prestressing steel. Each loss is calculated using specific empirical formulas or coefficients provided in the code, taking into account material properties, section characteristics, and environmental factors.
What are the critical design considerations for anchorage zones in post-tensioned bridges?+
Anchorage zones are critical because they are subjected to high localized stresses where the prestressing force is transferred to the concrete. IRC:18 emphasizes the need to design anchorage zones to prevent bursting, spalling, and crushing of concrete. This typically involves providing adequate reinforcement (e.g., helical reinforcement, stirrups) around the anchorage area to resist these localized stresses and ensure that the stresses are distributed more uniformly into the main structural member. Proper detailing is essential to avoid premature failure at these critical points.
What are the serviceability limit states that must be checked for prestressed concrete bridges?+
Serviceability limit states ensure that the bridge performs satisfactorily under normal service loads throughout its design life. For prestressed concrete bridges, the key serviceability limit states checked according to IRC:18 include: (a) Deflection, ensuring it stays within acceptable limits to avoid aesthetic concerns and structural distress; (b) Cracking, controlling the width of cracks to prevent ingress of aggressive agents and ensure durability; and (c) Stresses in concrete and steel, ensuring they remain within permissible limits to avoid material deterioration and maintain structural integrity.
What is the role of camber in prestressed concrete bridges?+
Camber is the intentional upward deflection built into a prestressed concrete member during the design and construction phase. It is created by applying prestressing forces that induce a hogging moment. The primary purpose of camber is to counteract the expected downward deflections due to dead loads and long-term losses of prestress, thereby ensuring that the final deflected profile under service loads is acceptable. The amount of camber is calculated based on the expected losses and deflections.
How does IRC:18 address the issue of creep and shrinkage of concrete?+
IRC:18 provides guidelines for accounting for the long-term effects of creep and shrinkage of concrete, which lead to a gradual loss of prestress. The code specifies methods for calculating these losses, which depend on factors such as the grade of concrete, relative humidity, ambient temperature, cross-sectional dimensions, and the level of sustained stress. Designers are expected to use appropriate creep and shrinkage coefficients, often derived from experimental data or empirical formulas recommended by the code, to accurately predict these time-dependent losses.
What are the different types of prestressing steel covered by IRC:18?+
IRC:18 covers various types of high-tensile steel used for prestressing, including high-tensile wires, strands, and bars. The code specifies the minimum requirements for their characteristic tensile strength, modulus of elasticity, elongation, and relaxation properties. These properties are crucial for determining the amount of prestress that can be imparted and the subsequent losses over time. The selection of the appropriate type of prestressing steel depends on factors like the magnitude of prestressing force required, the complexity of tendon profiles, and economic considerations.
How are load factors and load combinations defined in IRC:18?+
IRC:18, like other IRC codes, utilizes the limit state design philosophy. Load factors are applied to characteristic loads to obtain the design loads for checking ultimate limit states, ensuring a margin of safety against collapse. Load combinations define the various scenarios of different loads that are likely to act simultaneously on the bridge, such as dead load plus live load, dead load plus wind load, etc. The code provides specific load factors and combinations to be considered for different limit states and types of bridges to ensure a comprehensive safety assessment.
What is the significance of modular ratio (E_s / E_c) in prestressed concrete design?+
The modular ratio (E_s / E_c) represents the ratio of the modulus of elasticity of steel (E_s) to that of concrete (E_c). It is a critical parameter in prestressed concrete design because it influences the distribution of stresses between steel and concrete, particularly in calculating losses due to elastic shortening and in analyzing the composite action of the section. A higher modular ratio indicates that steel is stiffer relative to concrete, leading to higher stress transfer to the concrete in elastic shortening.
What are the implications of environmental conditions on prestressed concrete bridge design as per IRC:18?+
Environmental conditions significantly influence the design and performance of prestressed concrete bridges. IRC:18 implicitly and explicitly addresses this through provisions related to durability, material selection, and the estimation of time-dependent losses. For example, aggressive environments (e.g., coastal areas, areas with de-icing salts) necessitate higher concrete grades and potentially thicker cover to protect the prestressing steel from corrosion. Climatic factors also influence creep and shrinkage coefficients, which directly affect prestress losses and subsequent stress levels and deflections.