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IS 456: 2000

Plain and Reinforced Concrete —
Code of Practice

The foundational Indian Standard governing the design of all reinforced concrete structures. Adopted nationwide since 1953, this code defines how engineers proportion, detail, and specify concrete — from M15 pedestrian paths to M60 high-rise columns.

2000 (Reaffirmed 2021)
Replaces: IS 456 : 1978
Committee: CED 2
Pages: 104

📋 Amendments Applied: This summary incorporates Amendment Nos. 1–4 up to the reaffirmation date (2021). Always verify against the latest BIS amendment sheet before design.

Scope & Application Cl. 1.1

IS 456:2000 applies to the design of plain and reinforced concrete structures used in buildings and civil engineering works. It covers both the Limit State Method (primary) and the Working Stress Method (permitted only for specific cases).

The code does not cover:

  • Prestressed concrete structures (see IS 1343)
  • Liquid-retaining structures (see IS 3370)
  • Concrete roads and pavements
  • Mass concrete (e.g., dams)
ℹ️

Key Change from 1978 Edition The 2000 revision shifted emphasis entirely to the Limit State Method. Working Stress is retained in Annex B only for legacy/replication work, not recommended for new design.

Design Philosophy

IS 456 adopts the Limit State Design (LSD) approach, which ensures that a structure remains fit for use throughout its intended life by checking two primary limit states:

CollapseSafety against catastrophic failure — flexure, shear, compression, torsion. Checked with factored loads (γf × characteristic loads).
ServiceabilityFitness for use — deflection, cracking, vibration. Checked with service (unfactored) loads or deemed satisfied by span/depth ratios.
Design Load = γf × Characteristic Load
Design Strength = Characteristic Strength / γm
Partial safety factor concept — Cl. 18.2.1 & 18.2.2
Grades of Concrete Cl. 6.1, Table 2

Concrete is designated by its characteristic compressive strength (fck) at 28 days, expressed in N/mm². The prefix 'M' denotes the mix grade.

Gradefck (N/mm²)Typical UseMin. Cement (kg/m³)
M1515Plain concrete, levelling courses250
M2020Minimum grade for RCC (Cl. 6.1.3)300
M2525Residential beams, slabs300
M3030Commercial building columns320
M3535Heavy industrial structures340
M4040High-rise column lower floors360
M45–M6045–60Special structures, precastAs per mix design
⚠️

Minimum Grade for RCC = M20 IS 456:2000 (Amendment 3) raised the minimum grade for RCC from M15 to M20. For plain concrete, M15 remains acceptable. For severe exposure, minimum M25 applies.

Durability & Nominal Cover Cl. 26.4, Table 16

Nominal cover is the design depth of concrete cover to all steel reinforcements, measured from the exposed surface to the outermost bar. It protects against corrosion and fire.

ExposureDescriptionNominal Cover (mm)
MildProtected interior, dry environment20
ModerateSheltered, humid, occasional wetting30
SevereExternal in coastal/industrial zone45
Very SevereDirect contact with aggressive soil/water50
ExtremeTidal/splash zone, corrosive fumes75
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Cover is Not Specified by Architect Nominal cover is a structural requirement, not an architectural choice. Reducing cover below Table 16 values compromises durability regardless of aesthetic preferences.

Modulus of Elasticity Cl. 6.2.3.1
Ec = 5000 √fck  (N/mm²)
Cl. 6.2.3.1 — Short-term modulus of elasticity
GradefckEc (N/mm²)Ec (GPa)
M202022,36022.4
M252525,00025.0
M303027,38627.4
M353529,58029.6
M404031,62331.6

For long-term loading, the effective modulus accounts for creep: Ec,eff = Ec / (1 + θ), where θ = creep coefficient (typically 1.6 to 2.0).

Limit State Design — Partial Safety Factors Cl. 18.2
Load CombinationDLLLWL / EL
DL + LL1.51.5
DL + WL1.51.5
DL + LL + WL1.21.21.2
DL + EQ1.51.5
DL + LL + EQ1.21.21.2
MaterialLimit State of Collapse (γm)Serviceability
Concrete (fc)1.51.0
Steel (fy)1.151.0

Therefore, the design strength of concrete = fck / 1.5 = 0.67 fck, and the design yield stress of steel = 0.87 fy.

Flexure — Design of Beams Cl. 38

IS 456 uses a rectangular stress block for the compression zone in limit state flexure design. The stress block parameters are defined in Cl. 38.1.

ParameterFe 250Fe 415Fe 500
xu,max / d0.530.480.46
Mu,lim factor0.1480.1380.133
Ru,max factor0.2190.1380.111
Mu,lim = Ru,max × fck × b × d²
Limiting moment of resistance for singly reinforced rectangular section
Ast = (0.5 × fck / fy) × [1 − √(1 − 4.598 Mu/(fck×b×d²))] × b × d
Required tension steel area for singly reinforced beam — derived from Cl. 38.1
ConditionRequirementClause
Min. tension steel (beam)Ast,min = (0.85 bd)/fyCl. 26.5.1.1
Max. tension steel (beam)0.04 × b × D (gross area)Cl. 26.5.1.2
Side face reinforcement0.1% of web area if depth > 750 mmCl. 26.5.1.3
Shear & Torsion Cl. 40, Table 19
Vus = Vu − τc × b × d
Shear to be resisted by stirrups — Cl. 40.4
Asv = (Vus × sv) / (0.87 fy × d)
Required stirrup area — Cl. 40.4(a)
(Asv / (b × sv)) ≥ 0.4 / (0.87 fy)
Minimum shear reinforcement — Cl. 26.5.1.6
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Maximum Shear Stress The nominal shear stress τv = Vu/(b × d) must not exceed τc,max given in Table 20. If it does, increase the section size or concrete grade — stirrups alone cannot compensate.

Compression — Design of Columns Cl. 25, 39

Columns are classified as short or long based on the slenderness ratio (le/least dimension).

le/D ≤ 12Short Column — direct design without additional moment
le/D > 12Long Column — additional moment due to slenderness must be added
RequirementValueClause
Min. longitudinal steel0.8% of gross areaCl. 26.5.3.1
Max. longitudinal steel4% (6% at laps)Cl. 26.5.3.2
Min. bars (rectangular)4Cl. 26.5.3.1
Min. bars (circular)6Cl. 26.5.3.1
Min. bar diameter12 mmCl. 26.5.3.1
Min. eccentricityMax (L/500 + D/30, 20 mm)Cl. 25.4
Tie spacingLeast of: least lateral dim, 16d, 300 mmCl. 26.5.3.2(c)
Slab Design Cl. 24, 26.5.2
TypeSpan Ratio (Ly/Lx)Bending Behaviour
One-Way Slab≥ 2Sags along shorter span; main steel along Lx
Two-Way Slab< 2Sags in both directions; steel in both Lx and Ly
Support ConditionSimply SupportedOne End Cont.Both Ends Cont.Cantilever
Span/Effective Depth2023267

Values for Fe 415 steel. Multiply by 0.8 for Fe 500. Apply modification factors for actual steel percentage per Fig. 4 of IS 456.

Ast,min = 0.12% of bD  (Fe 415 & Fe 500)
Minimum steel for shrinkage & temperature — Cl. 26.5.2.1
Bond, Anchorage & Lap Length Cl. 26.2
Ld = (ϕ × 0.87 fy) / (4 × τbd)
Cl. 26.2.1 — Development length formula
Bar TypeM20M25M30M35+
Plain bars (τbd)1.21.41.51.6
Deformed bars (τbd)1.82.12.32.4
ConditionLap LengthClause
Flexural tension (general)Ld (full development length)Cl. 26.2.5.1
Compression (lap)LdCl. 26.2.5.1
Rule-of-thumb Fe 41547ϕ (tension), 37ϕ (compression)
Rule-of-thumb Fe 50057ϕ (tension), 45ϕ (compression)
Min. lap for bars ≤ 12 mm300 mmCl. 26.2.5.1
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Lap Splice Location Laps should be staggered — not more than 50% of bars lapped at one section in tension. Laps should not be located within L/4 from the face of supports in beams (where plastic hinges form during seismic events).

Key Detailing Requirements
ElementRequirementValueClause
BeamMin. main bar diameter12 mmCl. 26.5.1.1(a)
BeamMax. spacing of stirrupsMin (0.75d, 300 mm)Cl. 26.5.1.5
ColumnMin. tie diameterMax (d/4, 6 mm)Cl. 26.5.3.2
SlabMax. spacing of main steelMin (3d, 300 mm)Cl. 26.3.3(b)(1)
SlabMax. spacing of distribution steelMin (5d, 450 mm)Cl. 26.3.3(b)(2)
FootingMin. main steel diameter10 mmCl. 26.5.2.2
WallMin. vertical steel (RCC)0.12% of gross areaCl. 26.5.2.1
Amendments Summary
AmendmentYearKey Changes
Amd. No. 12002Corrections to Table 19 shear strength values; editorial fixes
Amd. No. 22005Clarification on epoxy-coated rebars; revised fire resistance tables
Amd. No. 32007Minimum RCC grade raised from M15 to M20; enhanced durability provisions
Amd. No. 42014Updated reference to IS 10262:2009 (mix design); minor corrections
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Reaffirmed: 2021 The code was reaffirmed in December 2021 (no technical changes). A full revision is expected in the coming years — likely to adopt fib Model Code provisions.

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