Steel Lintel (Angle, T-Lintel or PFC+Plate)
Lintel reactions link to supporting columns and bearings, so load path changes propagate downstream automatically. Design angle, T-lintel, or PFC+plate steel lintels to AS 4100:2020 with bending, shear, and deflection checks shown with code references.
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What it calculates
Lintel reactions link to the supporting columns and bearings, so changes to the load path propagate downstream automatically. Design angle, T-lintel, or PFC+plate steel lintels to AS 4100:2020 with multiple supports and loads. Capacity and deflection are checked against code references.
Code standards
- AS 4100:2020
How it calculates
The Steel Lintel calculator designs angle, T-lintel, and PFC+plate steel lintels to AS 4100:2020, using limit state (LRFD) design. It models the lintel as a beam with multiple supports and loads, then checks section capacity, member capacity, shear, combined shear-moment interaction, and deflection against serviceability limits.
Section types and properties
Three lintel types are supported, each with distinct section property calculations:
- Single angle - effective section properties are calculated for bending about the geometric axis, assuming the angle is restrained from lateral deflection and rotation at its supports
- T-lintel - treated as a T-section loaded equally on each of its two flanges, with capacities derived from the combined geometry
- PFC+plate - a parallel flange channel with a welded flat plate; composite section properties are computed from the combined PFC and plate geometry
For all types, moments are calculated about the principal axes per AS 4100:2020 Cl. 5.7 (indicated by axes '11' and '22'). Net areas equal gross area minus maximum allowable holes.
Moment capacity checks (AS 4100:2020 Cl. 5.1, 5.3, 5.6, 8.4)
The bending demand M* is compared to the effective moment capacity phiM_gov. Section moment capacity M_s is calculated from the reduced section modulus (accounting for yielding and local buckling). Member moment capacity M_b incorporates lateral-torsional buckling using the reference buckling moment and moment modification factors for the unbraced length L_L between lateral restraints. For biaxial bending, the combined check per Cl. 8.4 is applied.
utilization = M / (phi × M_gov) ≤ 1.0*
Shear capacity (AS 4100:2020 Cl. 5.11) and interaction (Cl. 5.12)
Web shear capacity phi × V_v is based on web yield and shear buckling. Where bending moment and shear are both significant, a shear-moment interaction check is applied per Cl. 5.12.
utilization (MV) = interaction ratio ≤ 1.0
Flange loading checks
For distributed loads and point loads applied at an eccentricity from the web (e_DL and e_PL), separate flange shear capacity and flange moment capacity checks are performed per AS 4100:2020 Cl. 5.11 and Cl. 5.3/5.6. T-lintels carrying masonry loads typically require these checks.
Deflection analysis
Short-term deflection (delta_s), long-term deflection (delta_l), and imposed-load deflection (delta_Q) are each compared to their respective span/limit criteria. The governing load case for each deflection type is identified.
Assumptions
Beam is uniform cross-section, net areas equal gross area with maximum allowed holes, bearing limit states are not checked, and all distributed loads are applied at the same eccentricity. For T-lintels, loads are assumed equally distributed to each flange.
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Just the simple feature of being able to link loads is a really big time-saver.
Sam Hensler
Principal, Dynamic Analysis Engineering Consulting
Calcs.com simplified my beam analysis. It made structural checks easy and impressively fast.
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Engineer, REO Engineering
Frequently asked questions
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