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Calcs.com
United States
AISC 360-22AISC 360-16

Steel Beam (ASD)

Beam reactions link to your column and footing calculations automatically - change a load once and everything downstream updates. For US structural engineers designing hot-rolled steel floor and roof beams to the current AISC 360-22 using Allowable Stress Design. Checks bending, shear, and three deflection limits under service-level ASD load combinations.

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What it calculates

Beam reactions link to the columns and footings below, so load changes propagate downstream automatically. Design hot-rolled steel beams to AISC 360-22 ASD with multiple spans and service-level loads. Checks allowable bending (Chapter F), allowable shear (Chapter G), and three deflection limits.

Code standards

  • AISC 360-22 (ASD)

How it calculates

The Steel Beam (ASD, AISC 360-22) calculator runs an allowable strength and deflection check per AISC 360-22 on hot-rolled steel beams with any number of spans and loads.

Section classification (AISC 360-22 B4)

Flanges and webs are classified as compact, noncompact, or slender by comparing width-to-thickness ratios to lambda_p and lambda_r limits. Classification decides whether the full plastic moment is available or a local buckling reduction applies.

Flexural capacity - AISC 360-22 Chapter F

Allowable bending strength is Mn / Omega_b, where Omega_b = 1.67. Positive and negative bending are evaluated separately. utilization = M_a / (Mn / 1.67) ≤ 1.0. For a section with no local buckling or LTB reduction, Mn is the plastic moment Mp. Lateral-torsional buckling is checked with the unbraced length Lb against limiting lengths Lp and Lr. The Cb moment gradient factor accounts for moment variation along the unbraced length. Flange local buckling reductions apply to noncompact and slender flanges. Web local buckling is checked for HSS.

Shear capacity - AISC 360-22 Chapter G

Allowable shear strength is Vn / Omega_v, with Vn = 0.6 Fy Aw Cv. For W, M and S shapes bent about the strong axis with h/tw below 2.24 sqrt(E/Fy), Cv1 = 1.0 and Omega_v = 1.50. Other I-shapes and channels bent about the strong axis use Cv1 from web slenderness with Omega_v = 1.67. HSS, tees, angles and weak-axis bending use Cv2 with Omega_v = 1.67.

Load combination analysis

The default ASD combinations (D; D + L; D + S; D + 0.75L + 0.75S; D + 0.6W; 0.6D + 0.6W; etc.) are run with FEA. Project settings can change this list. The governing combination for moment and for shear is identified separately. Unfactored load cases feed the deflection checks.

Deflection checks

Three deflection limits are tracked, each checked span by span:

  • Instantaneous deflection - from live, roof live, snow and 0.42W cases, compared to the lesser of L/n and an absolute limit (defaults L/360 and 2 in)
  • Long-term deflection - checked against its own limit (default L/240) and reported when it is more critical than the instantaneous check
  • Simplified DL+(LL or SL) deflection - default combination D + L + Lr, limit L/240 by default

utilization = delta / delta_allow ≤ 1.0 for each criterion. Cantilever limits use twice the cantilever length by default.

Inputs summary

Geometry: section designation, yield strength Fy (ksi), span lengths, support types, incline pitch, tributary spacing. Loads: unfactored dead, live, roof live, snow, and wind loads applied as uniform, partial, point, or moment loads. Design criteria: separate deflection limit inputs for live load, long-term, and simplified combined deflection.

Outputs summary

The summary reports critical moment demand and allowable moment, governing load combination for moment and shear, shear demand and allowable shear, and deflection ratios for all three criteria. Inclined beams also report maximum vertical and horizontal reactions. Reactions are structured for direct load linking to column and footing calculations downstream.

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Frequently asked questions

What design method and code standard does this calculator use?
This calculator uses the Allowable Strength Design (ASD) method per AISC 360-22. Demands from ASD load combinations are compared to allowable strengths Rn / Omega. Bending uses Omega_b = 1.67. Shear uses Omega_v = 1.50 for compact-web W, M and S shapes bent about the strong axis, and 1.67 otherwise.
What are the key inputs?
Key inputs are the steel section, yield strength Fy, spans and supports, and unfactored loads (dead, live, roof live, snow, wind) with tributary widths. Sections include W, M, HP, S, C, MC, HSS, tees, double angles, single angles, or a linked custom I-section. You also set continuous flange bracing, bracing at point loads, and the deflection limits.
What does it check or output?
The calculator checks service moment demand versus allowable moment (AISC 360-22 Chapter F), service shear versus allowable shear (Chapter G), and three deflection limits. The summary shows the governing ASD load combination for moment and shear, support reactions for load linking, and deflection ratios.
Can it handle continuous spans and lateral-torsional buckling?
Yes - continuous spans, cantilevers, and simple spans are supported with unlimited loads. Lateral-torsional buckling is checked per AISC 360-22 Chapter F. Unbraced lengths come from your bracing inputs and supports, and the Cb factor accounts for moment gradient.
When should I use the ASD version versus the LRFD version?
Use ASD when your design basis uses ASD load combinations (D + L, D + 0.75L + 0.75S, etc.). Use the LRFD version (steelBeamAISC360-22) for strength-level combinations (1.2D + 1.6L etc.). Both use the same AISC 360-22 nominal strengths; only the load combinations and safety or resistance factors differ.
Does this calculator support load linking with column and footing calculations?
Yes - beam reactions at supports link directly to connected column and footing calculations in the same project. When span length, loads, or member size changes, all connected calculations update automatically - no manual re-entry. A setting lets you send the reaction to a column as axial load or as lateral load.

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