STEEL

fy (Yield Strength of Steel)

415/500/550 N/mm² for Fe415/500/550

Also calledfyyield strengthyield stressfyksteel yield
Related on InfraLens
CODES
Definition

Yield strength (fy) is the stress at which a steel reinforcement bar transitions from elastic deformation (recoverable) to plastic deformation (permanent). For Indian HYSD bars per IS 1786:2008, fy is determined by the 0.2% proof-stress method on a tensile test specimen — the stress corresponding to 0.2% permanent strain after unloading. This 0.2% offset is necessary because cold-twisted and TMT bars do not exhibit a sharp yield point like plain mild steel. Common Indian grades: Fe415 (fy = 415 MPa), Fe500 (500 MPa), Fe500D (500 MPa with ductility add-ons), Fe550 (550 MPa), Fe550D (550 MPa ductile), Fe600 (600 MPa).

In limit-state design per IS 456:2000 Cl. 38.1, the design yield strength for ULS is 0.87 fy (the 1.15 partial safety factor on material). So Fe500 designs use 435 MPa, Fe550 uses 478 MPa. For balanced section design, the stress-strain curve is idealised as elastic-perfectly-plastic with yield at 0.87 fy and infinite strain capacity (capped at 0.0035 by concrete crushing). Modulus of elasticity Es = 2 × 10⁵ MPa is universal for all steel grades.

Higher fy reduces steel quantity for the same design moment, but increases the cracking width at service loads (because the bar is closer to yield at SLS). IS 456 Cl. 35.3 caps maximum permissible crack width at 0.3 mm for moderate exposure, achievable up to Fe550 with proper bar spacing. For Fe600 and beyond, crack width may govern over strength — explicit serviceability check is essential. Higher fy also increases bond stress demand at the same area, requiring longer development and lap lengths per IS 456 Cl. 26.2.1.

Typical values
Fe415fy = 415 MPa, design strength = 0.87 × 415 = 361 MPa
Fe500fy = 500 MPa, design = 435 MPa
Fe500D500 MPa, ductile (TS/YS ≥ 1.10, elongation ≥ 18%)
Fe550550 MPa, design = 478 MPa
Fe550D550 MPa ductile
Fe600600 MPa, design = 522 MPa
Modulus Es2 × 10⁵ MPa (universal)
Where used
  • Limit-state RCC design — concrete-steel section analysis at ULS
  • Reinforcement quantity calculation — Ast = factored moment / (0.87 fy × leverarm)
  • Development length and lap length — proportional to fy
  • Serviceability — higher fy may push crack width close to IS 456 limit
  • Seismic detailing — Fe500D mandatory per IS 13920 for SMRF in Zones III/IV/V
Acceptance / threshold
Per IS 1786:2008 Table 3: fy verified on tensile test of bar samples (1 sample per 50 t per diameter per consignment minimum). Yield strength must equal or exceed the specified grade value; if any sample fails, the entire consignment is retested or rejected.
Site example
Site reality: a Hyderabad highrise specified Fe550D for the SMRF columns. The first consignment delivered tested at fy = 538 MPa (specified ≥ 550) and elongation 16% (specified ≥ 18). The structural engineer rejected the consignment immediately under IS 1786 — the elongation deficit meant the bars would not deliver the ductile failure mode IS 13920 demands. The supplier swapped from a secondary mill to TATA Tiscon for the rest of the project. ₹0 incremental cost; Fe500D quality should never be compromised in seismic frames.
Frequently asked
What is yield strength of Fe500 steel?
Fe500 has minimum yield strength fy = 500 MPa per IS 1786:2008. The design strength used in IS 456 limit-state calculations is 0.87 × 500 = 435 MPa (partial safety factor 1.15). Modulus of elasticity Es = 2 × 10⁵ MPa applies to all grades. Ultimate tensile strength is typically 545-600 MPa for Fe500, giving TS/YS ratio 1.09-1.20.
What is the difference between yield strength and ultimate tensile strength?
Yield strength (fy) is the stress at which steel begins permanent deformation — design uses this value with safety factor. Ultimate tensile strength (fu) is the maximum stress before fracture. For Fe500, fy = 500 MPa and fu typically 545-600 MPa. The ratio TS/YS measures strain hardening capacity — IS 1786 Fe500D mandates TS/YS ≥ 1.10 for ductile failure under seismic loading.
Why is design strength 0.87 fy instead of fy?
IS 456 Cl. 36.4.2.2 specifies a partial safety factor for steel γs = 1.15. Design strength = fy / γs = fy / 1.15 = 0.87 fy. This safety factor accounts for material variability (small under-strength batches), workmanship variability, and approximation of the bilinear stress-strain idealisation. Concrete uses γc = 1.5 (so design strength = 0.67 fck), reflecting concrete's larger natural variability.
Related steel terms