AISC 360-16 — Specification for Structural Steel Buildings

The definitive guide to AISC 360 steel design — LRFD & ASD methods, scope, materials, and specification map

AISC 360 is the most influential steel design specification in the world. Published by the American Institute of Steel Construction, it governs the design, fabrication, and erection of structural steel buildings and other structures in the United States and serves as the technical foundation for steel codes in over 28 countries — including Brazil (NBR 8800), India (IS 800:2007), Saudi Arabia (SBC 301), Philippines (NSCP), Indonesia (SNI 1729), and much of Latin America.

This guide is the most comprehensive online reference for AISC 360-16 in any language. Each section below covers the specification with the depth needed for practical design application. Sub-pages provide chapter-by-chapter coverage with fully solved numerical examples using real steel profiles from the CalcSteel catalog.

1. History and Origin

1.1. The First Edition (1923)

The AISC Specification for Structural Steel Buildings was first published in 1923, making it one of the oldest continuously maintained steel design standards in the world. That first edition was a slim document — just a few pages — covering allowable stresses for riveted and bolted connections, basic member design, and column formulas. It used the Allowable Stress Design (ASD) philosophy exclusively: the engineer would compute stresses under working loads and verify they did not exceed a fraction of the yield stress.

1.2. Evolution Timeline

The specification evolved through dozens of editions, reflecting advances in steel metallurgy, welding technology, stability theory, and reliability-based design:

PeriodEditionSignificance
19231st EditionFirst AISC Specification — ASD only, riveted connections
19363rd EditionFirst column formula based on effective length concept
19616th EditionPlastic design provisions introduced as an alternative
1969–19897th–9th EditionsMature ASD era — K-factors, Cb factor, extensive bolt provisions
1986LRFD 1st EditionLandmark: first LRFD specification for steel — separate from ASD
1999LRFD 3rd / ASD 9thTwo parallel documents — confusing for practitioners
2005AISC 360-05Unified specification — LRFD and ASD in one document for the first time
2010AISC 360-10Direct Analysis Method as primary stability method; revised HSS provisions
2016AISC 360-16Current edition — refined stability, updated bolt grades (F3125), slender member provisions
2022AISC 360-22Published 2022 — Direct Analysis Method exclusively, new Appendix 1 (inelastic), takes effect with next IBC cycle
AISC 360-16 remains the governing edition for most US jurisdictions through IBC 2018/2021 code cycles. AISC 360-22 will be adopted with IBC 2024. CalcSteel implements AISC 360-16 with the option to switch to 360-22 provisions where they differ.

1.3. Who Develops AISC 360?

The specification is developed by the AISC Committee on Specifications, a volunteer body of approximately 50 structural engineers, researchers, and steel industry professionals. The work is organized into Task Committees (TC), each responsible for specific chapters:

  • TC 1 — General Provisions (Chapters A, B, L)
  • TC 2 — Member Design (Chapters D–H)
  • TC 3 — Connections (Chapters J, K)
  • TC 4 — Composite Construction (Chapter I)
  • TC 5 — Stability (Chapter C, Appendices 1, 6, 7)
  • TC 6 — Fabrication and Erection (Chapters M, N)

Changes go through a rigorous ballot process: any substantive change requires a 2/3 approval vote from the full committee, followed by a public review period. This process typically takes 5–7 years per cycle, ensuring that only thoroughly vetted provisions make it into the specification.

1.4. Companion Standards

AISC 360 does not exist in isolation. It is part of a family of standards that together cover the full scope of steel building design:

StandardScope
ASCE 7-22Minimum Design Loads — dead, live, wind, seismic, snow, rain. Defines load combinations for both LRFD and ASD.
AISC 341-16Seismic Provisions — special moment frames (SMF), braced frames (SCBF, EBF), buckling-restrained braced frames (BRBF). Supplements AISC 360 for high-seismic regions.
AISC 358-16Prequalified Connections for Special and Intermediate Moment Frames — RBS, bolted flange plate, Kaiser bolted bracket, etc.
AISC Design Guides37 Design Guides covering specialized topics: DG1 (base plates), DG2 (girts/purlins), DG4 (extended end plates), DG11 (vibrations), DG25 (frame design), DG27 (structural stainless steel), DG31 (castellated beams).
AISC Steel Construction Manual (SCM)The "blue book" — 15th Edition (2017). Contains design tables, selection charts, available strength tables (Tables 3-2, 4-1, 6-1), and connection design aids.
AISI S100-16Cold-formed steel — members thinner than about 3/16 in. Not covered by AISC 360.
AASHTO LRFDBridge Design Specifications — steel bridges are outside AISC 360 scope.

1.5. Global Influence

AISC 360 is arguably the most globally influential steel design standard. Its direct descendants and adaptations include:

  • Brazil (NBR 8800:2008) — Nearly identical member design provisions, same single column curve (SSRC 2P), same interaction equations (H1-1a/b). Brazilian load combinations differ (NBR 8681).
  • India (IS 800:2007) — Adopted LRFD philosophy from AISC with modifications; uses multiple column curves (similar to EC3 approach).
  • Saudi Arabia (SBC 306) — Directly references AISC 360 with local amendments for extreme temperature conditions.
  • Latin America — Colombia (NSR-10 Title F), Chile (NCh427), Mexico (NTC), Ecuador, Peru, and Argentina all base their steel provisions substantially on AISC.
  • Philippines (NSCP) — Steel chapter based on AISC 360.
In contrast, Eurocode 3 (EN 1993) dominates in Europe, the UK, and countries with British colonial heritage. Australia (AS 4100) and New Zealand (NZS 3404) have independent standards with unique provisions but share the same reliability-based philosophy.

2. Scope and Applicability

2.1. What AISC 360 Covers

AISC 360 applies to the design of the structural steel system or systems, including members and connections, of buildings and other structures. Specifically:

  • Commercial and industrial buildings (offices, warehouses, factories)
  • Mezzanines, platforms, catwalks, and stairs
  • Industrial structures (pipe racks, equipment supports, conveyor structures)
  • Multi-story frames (moment frames, braced frames, dual systems)
  • Long-span roof structures (trusses, joists, arches, space frames)
  • Composite members (steel beams with concrete slabs — Chapter I)
  • Storage racks (when designed as structures, not under RMI specification)

2.2. What AISC 360 Does NOT Cover

Excluded Structure/ElementApplicable Standard
Cold-formed steel members (t < ~3/16 in)AISI S100-16 / S240
Highway and railway bridgesAASHTO LRFD Bridge Design
Transmission towers and polesASCE 10 / ASCE 48
Nuclear structuresAISC N690
Tanks and pressure vesselsAPI 650 / ASME BPVC
Aluminum structuresADM (Aluminum Design Manual)
Stainless steel structuresAISC Design Guide 27 / SEI/ASCE 8
Steel joists and joist girdersSJI Standard Specification (manufactured by SJI members)
Single angles: AISC 360 does cover single angle members (Sections E5 for compression, F10 for flexure), but the provisions are limited compared to full I-shape coverage. For complex single-angle structures, AISC Design Guide 25 provides additional guidance.

2.3. Approved Structural Steels

AISC 360 Table A3.1 lists the approved steel materials. The most commonly used in practice are highlighted below. Any steel not in this table requires approval under Section A3.1a ("Other Steel") with documented mechanical properties and weldability.

ASTMGradeFyF_y ksi (MPa)FuF_u ksi (MPa)Typical Use
A3636 (250)58–80 (400–550)Angles, plates, channels. The original "mild steel."
A572Gr 5050 (345)65 (450)General-purpose HSLA. Plates, shapes, bars.
A99250 (345)65 (450)Preferred for W shapes. Guaranteed Fy/Fu0.85F_y/F_u \leq 0.85 and max Fy=65F_y = 65 ksi.
A500Gr B46 (317)58 (400)Rectangular and square HSS (cold-formed hollow sections).
A500Gr C50 (345)62 (427)HSS — increasingly specified to match W-shape Fy = 50 ksi.
A53Gr B35 (240)60 (415)Round pipes (CHS). NPS designations.
A913Gr 50/65/7050–70 (345–485)65–90 (450–620)Quenched and self-tempered (QST). Heavy W shapes for high-rise columns.
A58850 (345)70 (485)Weathering steel ("COR-TEN"). Exposed structures, bridges.
A529Gr 50/5550–55 (345–380)70–100 (485–690)Carbon-manganese. Plates and bars ≤ 2.5 in thick.

Steel Properties (Constants)

  • E=29,000E = 29{,}000 ksi (200,000 MPa) — Modulus of elasticity
  • G=11,200G = 11{,}200 ksi (77,200 MPa) — Shear modulus
  • ν=0.3\nu = 0.3 — Poisson's ratio
  • α=6.5×106\alpha = 6.5 \times 10^{-6} /°F (11.7×10611.7 \times 10^{-6} /°C) — Coefficient of thermal expansion
  • γ=490\gamma = 490 pcf (7,850 kg/m³) — Unit weight
Practical note: For W shapes, always specify A992. For HSS, specify A500 Gr C (not Gr B) to get Fy = 50 ksi. For angles and channels, A36 is most common but A572 Gr 50 is available and increasingly specified. Check mill availability for your region.

3. Design Philosophy — The Dual Format

AISC 360 is unique among major steel standards in offering two parallel design methods within a single document: LRFD (Load and Resistance Factor Design) and ASD (Allowable Strength Design). Both methods are equally valid, and the specification is calibrated so that they produce essentially the same member sizes for typical load ratios. The engineer chooses one method and applies it consistently throughout the design.

3.1. LRFD — Load and Resistance Factor Design

LRFD separates the uncertainty into two parts: load factors (applied to loads) and resistance factors (applied to the nominal strength). The general requirement is:

ϕRnγiQi\phi \, R_n \geq \sum \gamma_i \, Q_i

where ϕ\phi is the resistance factor (always ≤ 1.0), RnR_n is the nominal strength, γi\gamma_i are the load factors from ASCE 7, and QiQ_i are the nominal load effects. The product ϕRn\phi \, R_n is called the design strength.

3.2. ASD — Allowable Strength Design

ASD uses a single safety factor applied to the nominal strength. Loads are used at their unfactored (service) values:

RnΩQi\frac{R_n}{\Omega} \geq \sum Q_i

where Ω\Omega is the safety factor (always ≥ 1.0). The quotient Rn/ΩR_n / \Omega is the allowable strength.

Note: Despite the name "Allowable Strength Design," this is NOT the old Allowable Stress Design. In the old ASD, you compared stresses (F_actual vs F_allowable). In the current ASD, you compare forces and moments (R_required vs R_allowable). The specification was reformulated in 2005 to use strength, not stress.

3.3. Resistance Factors and Safety Factors

The ϕ\phi and Ω\Omega values are related by Ω=1.5/ϕ\Omega = 1.5 / \phi. This relationship ensures that LRFD and ASD produce comparable results when the live-to-dead load ratio is approximately 3:1 (the calibration point).

Limit StateAISC Sectionϕ\phi (LRFD)Ω\Omega (ASD)
Tensile yieldingD2(a)0.901.67
Tensile ruptureD2(b)0.752.00
Compression (flexural buckling)E10.901.67
Flexure (yielding, LTB)F10.901.67
Shear (yielding/buckling)G11.00 / 0.901.50 / 1.67
Bolts (shear, tension, bearing)J30.752.00
Fillet weldsJ20.752.00
Block shearJ4.30.752.00
Pattern: Ductile limit states (yielding, buckling) getϕ=0.90 \phi = 0.90. Brittle/fracture limit states (rupture, bolt shear, weld fracture) getϕ=0.75 \phi = 0.75. Shear yielding in rolled shapes is the exception with ϕv=1.00\phi_v = 1.00, reflecting the very low variability in web shear capacity.

3.4. ASCE 7 Load Combinations

AISC 360 does not define load combinations — it references ASCE 7 (Minimum Design Loads). The basic combinations are:

LRFD Combinations (ASCE 7 Section 2.3.1)

1. 1.4D

2. 1.2D + 1.6L + 0.5(Lr or S or R)

3. 1.2D + 1.6(Lr or S or R) + (L or 0.5W)

4. 1.2D + 1.0W + L + 0.5(Lr or S or R)

5. 1.2D + 1.0E + L + 0.2S

6. 0.9D + 1.0W

7. 0.9D + 1.0E

ASD Combinations (ASCE 7 Section 2.4.1)

1. D

2. D + L

3. D + (Lr or S or R)

4. D + 0.75L + 0.75(Lr or S or R)

5. D + (0.6W or 0.7E)

6a. D + 0.75L + 0.75(0.6W) + 0.75(Lr or S or R)

6b. D + 0.75L + 0.75(0.7E) + 0.75S

7. 0.6D + 0.6W

8. 0.6D + 0.7E

D = dead, L = live, Lr = roof live, S = snow, R = rain, W = wind, E = earthquake.

3.5. Numerical Example — LRFD vs ASD Comparison

Problem: A simply supported W12×26 (A992) beam spans 24 ft (7.32 m), carrying a uniform dead load wD=0.50w_D = 0.50 kip/ft and live load wL=0.80w_L = 0.80 kip/ft. The beam is continuously braced (Lb = 0). Find the maximum bending moment and check if the beam is adequate.

W12×26 properties: Zx=37.2Z_x = 37.2 in³, Sx=33.4S_x = 33.4 in³, Fy=50F_y = 50 ksi. Compact section (all W shapes in A992 are compact for flexure).

LRFD:

Factored load (Combination 2):

wu=1.2(0.50)+1.6(0.80)=0.60+1.28=1.88 kip/ftw_u = 1.2(0.50) + 1.6(0.80) = 0.60 + 1.28 = 1.88 \text{ kip/ft}
Mu=wuL28=1.88×2428=135.4 ft⋅kipsM_u = \frac{w_u L^2}{8} = \frac{1.88 \times 24^2}{8} = 135.4 \text{ ft·kips}

Design strength (compact, fully braced → yielding governs):

ϕbMn=ϕbFyZx=0.90×50×37.2=1,674 in⋅kips=139.5 ft⋅kips\phi_b M_n = \phi_b \cdot F_y \cdot Z_x = 0.90 \times 50 \times 37.2 = 1{,}674 \text{ in·kips} = 139.5 \text{ ft·kips}
Mu=135.4ϕbMn=139.5 ft⋅kips    (97.1%)M_u = 135.4 \leq \phi_b M_n = 139.5 \text{ ft·kips} \quad \checkmark \;\; (97.1\%)

ASD:

Service load (Combination 2):

wa=0.50+0.80=1.30 kip/ftw_a = 0.50 + 0.80 = 1.30 \text{ kip/ft}
Ma=waL28=1.30×2428=93.6 ft⋅kipsM_a = \frac{w_a L^2}{8} = \frac{1.30 \times 24^2}{8} = 93.6 \text{ ft·kips}

Allowable strength:

MnΩb=FyZx1.67=50×37.21.67=1,114 in⋅kips=92.8 ft⋅kips\frac{M_n}{\Omega_b} = \frac{F_y \cdot Z_x}{1.67} = \frac{50 \times 37.2}{1.67} = 1{,}114 \text{ in·kips} = 92.8 \text{ ft·kips}
Ma=93.6>MnΩb=92.8 ft⋅kips×    (100.9%)M_a = 93.6 > \frac{M_n}{\Omega_b} = 92.8 \text{ ft·kips} \quad \times \;\; (100.9\%)
Result: The W12×26 passes by LRFD (97.1% utilization) but marginally fails by ASD (100.9%). This is typical when L/D > 3. LRFD and ASD are calibrated to give the same result at L/D = 3:1 (the calibration point, β=2.6\beta = 2.6 for members). At higher L/D ratios, LRFD is more economical; at lower L/D ratios, ASD is slightly more economical. In US practice, LRFD dominates because most building designs have L/D ratios between 2:1 and 5:1.
Verify automatically in CalcSteel — Open the editor with AISC 360 →

3.6. Reliability Calibration

AISC 360 was calibrated using first-order reliability methods (FORM) to achieve target reliability indices:

  • β=2.6\beta = 2.6 for members (tension, compression, flexure, shear) — corresponds to a probability of failure of approximately 1 in 200 over 50 years
  • β=4.0\beta = 4.0 for connections (bolts, welds) — connections must be more reliable than members to ensure ductile failure modes (member yields before connection fractures)
  • β=3.0\beta = 3.0 for composite members — intermediate reliability reflecting the combination of steel and concrete variability

The higher reliability index for connections (β=4.0\beta = 4.0 vs 2.6) is why connection-related ϕ\phi factors are lower (0.75 vs 0.90). This is a deliberate design philosophy: if overloaded, the member should fail before the connection.

3.7. Why LRFD Dominates US Practice Today

While ASD remains legal and valid, approximately 80–85% of US structural steel design is now done using LRFD, according to AISC surveys. The reasons:

  • LRFD is typically 5–15% more economical in steel weight
  • University education has focused on LRFD since the mid-1990s
  • Seismic design (AISC 341) uses only LRFD load combinations
  • Most design software (including CalcSteel) defaults to LRFD
  • The ASD load combinations in ASCE 7 have become complex (combinations 4, 6a, 6b with 0.75 factors), reducing the "simplicity" advantage that old-style ASD had

4. Organization of the Specification

AISC 360-16 is organized into Chapters A through N plus Appendices 1 through 8. The following map helps you find which chapter applies to which design check:

ChapterTitleKey Content
AGeneral ProvisionsScope, referenced standards, material specifications (Table A3.1)
BDesign RequirementsWidth-to-thickness limits (Table B4.1a for compression, B4.1b for flexure), cross-section classification: compact, noncompact, slender
CDesign for StabilityDirect Analysis Method (DAM) — the primary stability method. Notional loads, reduced stiffness, K = 1.0 always. Also Effective Length Method (Appendix 7) as alternative.
DTension MembersYielding, rupture, shear lag (U factor), pin-connected members, eyebars
ECompression MembersFlexural buckling, torsional/flexural-torsional buckling, slender elements (Q factor), single angles, built-up members
FFlexural Members12 sections (F2–F13) covering every shape type. LTB, FLB, WLB, Cb factor, plastic moment Mp
GShearWeb shear yielding/buckling (Cv1/Cv2), tension field action, transverse stiffeners
HCombined ForcesH1 interaction equations for axial + bending. H2 for unsymmetric sections. H3 for torsion.
IComposite MembersComposite beams (shear studs), encased/filled composite columns, composite slabs
JConnectionsBolts (F3125), welds, bearing, slip-critical, block shear, prying action, concentrated forces
KHSS ConnectionsBranch-to-chord connections for HSS (T, Y, X, K joints), gapped K-joints, overlapped K-joints
LServiceabilityDeflection, drift, vibration, ponding — advisory limits (not prescriptive)
MFabrication and ErectionShop drawings, tolerances, bolt installation, welding QC
NQuality Control & AssuranceInspection requirements, NDT, bolt pretension verification

Appendices

AppendixContent
1Inelastic Analysis and Design — plastic analysis, redistribution of moments
2Ponding — stability check for flat roofs under rain ponding
3Fatigue — stress ranges, detail categories, constant-amplitude fatigue threshold
4Structural Design for Fire Conditions
5Evaluation of Existing Structures
6Stability Bracing — point bracing, relative bracing, torsional bracing for beams and columns
7Alternative Methods of Design for Stability — Effective Length Method (K-factors), alignment charts, first-order analysis with amplification
8Approximate Second-Order Analysis (B1-B2 method)

4.1. Which Chapter Do I Need? — Decision Flowchart

For a typical member design, the workflow through the specification is:

Step 1: Classify the section (Table B4.1a/b) → compact, noncompact, or slender?

Step 2: Determine the controlling load effects (N, V, M, T) from analysis

Step 3: Check each applicable chapter:

  • • Tension only → Chapter D
  • • Compression only → Chapter E
  • • Flexure only → Chapter F (find the right section F2–F13 for your shape)
  • • Shear only → Chapter G
  • • Axial + bending → Chapter H (H1 interaction equations)
  • • Torsion → Section H3

Step 4: Check serviceability (Chapter L) — deflection, drift, vibration

Step 5: Design connections (Chapter J, K for HSS)

[DIAGRAM: Flowchart showing the path from "Member under load" through section classification (B), stability method selection (C), to the appropriate design chapter (D–H), serviceability check (L), and connection design (J/K). Each box should reference the AISC section number.]

5. International Comparison

Engineers who work across borders — or who use literature from different regions — benefit from understanding how AISC 360 compares with other major steel standards:

AspectAISC 360-16Eurocode 3 (EN 1993)NBR 8800:2008
Design formatDual (LRFD + ASD)Partial factors onlyLRFD only (partial factors)
Column curvesSingle curve (SSRC 2P)5 curves (a0, a, b, c, d)Single curve (= AISC)
LTB approachLp/Lr zones, Cb factorχLT\chi_{LT} reduction + C1 factorLp/Lr zones, Cb factor (= AISC)
Interaction equationsH1-1a/b (simple, 2 equations)kij method (Annex A/B, complex)H1-1a/b (= AISC)
Stability methodDirect Analysis Method (K=1)Various (imperfections, GNA, GMNIA)DAM or Effective Length
UnitsUS customary (kips, in)SI (kN, mm)SI (kN, mm)
Yielding ϕ\phi0.901/γM0=1.001/\gamma_{M0} = 1.001/γa10.911/\gamma_{a1} \approx 0.91
Rupture ϕ\phi0.751/γM2=0.801/\gamma_{M2} = 0.801/γa20.741/\gamma_{a2} \approx 0.74
ServiceabilityAdvisory (engineering judgment)National Annex defines limitsPrescriptive limits (Annex C)
Key takeaway: AISC 360 and NBR 8800 are nearly identical in member design provisions. The main differences are in load combinations (ASCE 7 vs NBR 8681) and safety factors (ϕ=0.90\phi = 0.90 vs γa1=1.10\gamma_{a1} = 1.10). If you know one, you essentially know the other. Eurocode 3, however, uses fundamentally different approaches for column buckling (5 curves) and beam-column interaction (kij factors).

Explore Each Design Check

Each chapter below provides complete coverage of an AISC 360-16 design check — formulas, classification rules, fully solved examples with real W, HSS, and L profiles, and comparisons with Eurocode 3 and NBR 8800.

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