Fillet Weld Size & Strength Calculator

Calculate the required fillet weld leg size to carry a given shear or tensile load

Compute the minimum fillet weld leg size to carry a specified load using AWS D1.1 allowable stress of 0.30 times electrode tensile on the effective throat. Compares the load-required leg against the AWS minimum size and reports weld capacity in US or SI units. It runs free in your browser on Gera Tools, with nothing uploaded.

Last updated Source: Gera Tools

How is fillet weld strength calculated?

The allowable shear stress on the weld is 0.30 times the electrode tensile strength, applied to the effective throat. For an equal-leg fillet the throat is 0.707 times the leg. Multiplying allowable stress by throat and weld length gives the load the weld can carry.

A fillet weld carries load through its throat in shear. This calculator finds the leg size that delivers enough throat area to carry a given load, then checks it against the AWS minimum size set by plate thickness, and reports which one governs. It works in either US or SI units with the allowable-stress method.

How it works

The capacity of a fillet weld comes from the allowable shear stress on its effective throat:

F_allow = 0.30 x F_EXX           electrode tensile strength
throat  = 0.707 x leg            equal-leg fillet
P       = F_allow x throat x L   weld capacity

Rearranging for the leg size needed to carry a load P over length L:

leg_required = P / (0.707 x 0.30 x F_EXX x L)

That is then compared to the AWS D1.1 minimum fillet size, which depends on the thicker part joined, for example 5 mm for plate from 6 to 12 mm and 6 mm from 12 to 20 mm. The larger of the two governs.

Example and notes

For a 40 kip load over 12 inches of E70 weld: allowable stress is 0.30 x 70 = 21 ksi, and the required leg is 40 / (0.707 x 21 x 12) = 0.225 in. If the thicker plate is 0.5 in the AWS minimum is 0.1875 in, so the load governs and you would round up to 1/4 in.

  • When the minimum governs, the plate thickness, not the force, is sizing the weld.
  • This is the static allowable-stress check. Add fatigue checks for cyclic loading and confirm base-metal capacity separately.
  • Both legs of a weld group share the load; enter the total effective length, and for intermittent welds use the summed weld length only.

AWS minimum fillet sizes by plate thickness

When the load requires a very small weld, the AWS D1.1 minimum table still applies. This is specifically to prevent rapid cooling and cracking on thick base metal. Common thresholds for #2 grade connections:

Thicker part thicknessMinimum leg size
Up to 6 mm (¼ in)3 mm (⅛ in)
6 to 12 mm (¼ to ½ in)5 mm (3/16 in)
12 to 20 mm (½ to ¾ in)6 mm (¼ in)
Over 20 mm (¾ in)8 mm (5/16 in)

These minimums can easily govern on light loads joined to thick plate.

Practical design notes

Choosing the electrode: The most common electrode in structural fabrication is E70 (70 ksi tensile). If the base metal is a higher-strength grade like A572 Gr. 50 or A913, the same E70 electrode is still correct — AWS D1.1 matches the electrode to the base metal strength category. E80 and E90 electrodes are used only when required by the procedure specification.

Maximum leg size: AWS D1.1 also limits the maximum fillet-weld leg on material edges. On plate up to 6 mm thick the leg cannot exceed the plate thickness; on thicker material the leg must be at least 2 mm less than the edge thickness. This prevents the edge from melting away and weakening the connection.

Sizing for repeated loading: This tool covers static allowable-stress design. Structures subject to cyclic or fatigue loading — crane girders, bridges, structures carrying heavy machinery — require additional fatigue-category checks per AWS D1.1 Annex A or AISC fatigue provisions, which set lower allowable weld stresses and may govern over the static result.

Distortion and preheat: On medium-to-heavy plate, discuss preheat requirements and pass sequence with the fabricator. Oversized welds add heat input, increase shrinkage, and can distort thin-plate assemblies even when the calculated strength is adequate.