Material Properties of Structural Steel

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Last updated 10:51 AM on 5/21/26
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47 Terms

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Structural Steel

Steel designed to support loads in buildings, bridges, and large structures; comes in various shapes/sizes and is classified by type, use, and design

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Rebar (Steel Reinforcement Bar)

Deformed steel bar embedded in concrete to improve its overall strength and performance

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Four Mechanical Tests for Rebar

Tensile, bend, compression, and fatigue testing

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ASTM E8

Standard test method for determining tensile properties (yield strength, UTS, elongation, reduction of area) of metallic materials under controlled uniaxial loading

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ASTM A615

Standard ASTM Specification for Deformed and Plain Carbon Steel Bars for Concrete Reinforcement

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Stress Formula

σ = F/A, where F is applied force and A is cross-sectional area

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Strain Formula

ε = ΔL/L₀, where ΔL is change in length and L₀ is original gauge length

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Elastic Region

Region of the stress-strain curve where the material fully returns to its original shape upon unloading

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Proportional Limit

The highest stress level at which stress remains directly proportional to strain (Hooke's Law: σ ∝ ε)

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Hooke's Law

σ ∝ ε; stress is directly proportional to strain within the proportional limit

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Modulus of Elasticity (Young's Modulus)

A material property that measures stiffness; represented by the slope of the stress-strain curve in the linear elastic region

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Elastic Limit

The highest stress a material can experience while still remaining elastic (returning to original shape); slightly above the proportional limit

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Modulus of Resilience

Energy per unit volume a material can absorb without undergoing permanent deformation; area under the elastic region of the stress-strain curve

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Yield Point

The point where large strain occurs with little or no increase in stress; marks the onset of plastic (permanent) deformation

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Offset Yield Method

Method to determine yield strength by drawing a line parallel to the elastic modulus offset by 0.2%–2% strain; yield strength is the intersection of this line and the stress-strain curve

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Plastic Region

Region beyond the yield point where deformation is permanent and the material does not return to its original shape

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Strain Hardening

Post-yield phenomenon where stress increases with increasing strain due to dislocation interactions resisting further deformation

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Ultimate Tensile Strength (UTS)

The maximum stress a material can withstand; beyond this point, the cross-sectional area begins to reduce significantly (necking begins)

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Necking Region

Localized reduction in cross-sectional area after UTS is reached; engineering stress decreases even as strain increases

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Fracture Point

The final point on the stress-strain curve where the material completely breaks

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Modulus of Toughness

Total energy per unit volume a material can absorb before fracture; represented by the total area under the stress-strain curve from zero stress to fracture

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Deformed Bar

A steel bar with surface protrusions (ribs) intended for use as reinforcement in reinforced concrete construction

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Rebar Deformation Spacing Requirement (ASTM A615 §7.1)

Deformations shall be spaced at substantially uniform distances; deformations on opposite sides shall be similar in size, shape, and pattern

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Rib Angle Requirement

Deformations shall be placed at an included angle of not less than 45° to the bar axis (ASTM A615 7.2)

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Maximum Average Spacing of Deformations

Shall not exceed 0.7 times the nominal diameter of the bar (ASTM A615)

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Maximum Gap of Deformations (ASTM A615)

Gap (chord) between ends of deformations shall not exceed 12.5% of nominal perimeter; sum of all gaps shall not exceed 25% of nominal perimeter

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Measuring Average Spacing of Deformations

Determined by measuring the length of a minimum of ten spaces and dividing by the number of spaces included (ASTM A615)

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Measuring Average Height of Deformations

Based on three measurements per deformation: one at center and two at quarter points of overall length (ASTM A615)

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Modulus of Resilience

Area under curve up to elastic limit, Energy absorbed without permanent deformation

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Strain Hardening Region

Stress increases with strain, Dislocation interactions resist further deformation

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Grade 80 Tensile Requirements

Min. tensile strength: 100,000 psi [690 MPa]; Min. yield strength: 80,000 psi [550 MPa]; UTS/yield ratio ≥ 1.10

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True

The proportional limit and elastic limit are not the same point. – between them, behavior is non-linear but still elastic.

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Fracture Point

Material completely breaks, Final point on curve

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Higher Grade Rebar

Higher strength = often lower ductility (less elongation)

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Steel Type Marking – "S"

Indicates Carbon Steel per ASTM A615

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Steel Type Marking – "W"

Indicates Low-Alloy Steel per ASTM A706

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Steel Type Marking – "SS"

Indicates Stainless Steel per ASTM A955

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Rebar Grade Marking System

Grade 40 = no grade markings; Grade 60 = marked "60"; Grade 75 = "75"; Grade 80 = "80"; Grade 100 = "100"; Grade 120 = "120"

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Modulus of Elasticity

Slope of linear elastic region, Stiffness – higher E = stiffer material

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Modulus of Toughness

Total area under entire stress-strain curve, Energy absorbed up to fracture (toughness)

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CS

Steel type marking for Low Carbon Chromium

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Yield Point

Large strain with little/no increase in stress, Where plastic deformation begins

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True Stress vs. Engineering Stress

Engineering stress uses original cross-sectional area; true stress accounts for actual reduced area — the true stress-strain curve continues rising after UTS due to necking

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Ductile vs. Brittle

Ductile materials (like rebar) show significant plastic deformation and necking before fracture; brittle materials fracture with little to no plastic deformation

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Factor of Safety

Yield strength is the design threshold; knowing it ensures the material meets the required safety factor before permanent deformation occurs

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Nominal Perimeter Formula

Nominal perimeter = 3.1416 × nominal diameter (ASTM A615)

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Rebar Deformations

Surface ribs increase mechanical bond (interlocking) between rebar and concrete, transferring tensile forces effective