IQ-CAL-003REV 0NOT A CERTIFICATE
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Fillet weld group stress

IQ-CAL-003 · Rev 0 Indicative · 11/11/2026 · Not a certificate

INPUTS + RESULTSUNITS AS TABULATED

IQ Engineering Group · Sydney · IQ-CAL-003 · Fillet weld group stress · millimetres, kN, kNm, MPa unless noted

DISCLAIMER

Connection

Actions at the group centroid C. x–x horizontal, y–y vertical.

Toggle lines

Glossary
s
Leg size of the fillet, mm. Throat tt = 0.707 s.
B, D
Plate width and depth of the group. The picture is a fixed template — only the notes update.
On / off
Gold lines are in the group. Dashed lines are omitted. End returns are 2s.
C
Centroid of the lines that are on.
Red marker
Governing throat — the point of maximum f*.

Weld group · x–x / y–y

WELD GROUP · SIX · s = 8 mmy–yx–xCB 200D 307

Static plate. Gold strokes are welds on; dashed off. D and B are mill values — the picture does not scale.

Line group. Gold strokes are the welds. Dashed x–x / y–y through centroid C. Red marker is the governing throat. Actions at C: Vy 80 kN, Vx 0 kN, N 20 kN, Mxx 120 kNm, Myy 25 kNm, Mz 0 kNm. End returns 2s. le ≥ max(40 mm, 4s). Moment end plate — flange + web fillets. Mxx / Myy out of plane, V in plane.

Capacity

Lw mm3,042.0
C cx, cy mm100.0, 153.5
Ixx mm³33,317,022
Iyy mm³16,280,000
J = Ixx+Iyy mm³49,597,022
tt = 0.707 s mm5.66
kr1.000
φvw N/mm1,330.3
φvw / tt MPa235.2
f* max N/mm713.5
τ* max MPa126.1
util = f*/φvw0.536
groupPASS
f*/φvw = 0.536 τ* 126.1 / τ_allow 235.2 MPa · PASS

Calculation · separated by action

ELASTIC LINE-GROUP · AS 4100 cl. 9.7.3
  1. 01

    Design throat and capacity per millimetre of weld. φ SP = 0.80, GP = 0.60. tt = 0.707 s.

    tt = 0.707 × 8 = 5.66 mm φ = 0.80 kr = 1.000 vw = 0.60 × fuw × tt × kr = 0.60 × 490 × 5.66 × 1.000 = 1,662.9 N/mm φvw = φ vw = 1,330.3 N/mm
  2. 02

    Same check as a throat shear stress. Compare τ* = f*/tt with τ_allow = φvw/tt = φ × 0.60 × fuw × kr.

    τ_allow = 1,330.3 / 5.66 = 235.2 MPa
  3. 03

    Line-group properties about centroid C. Unit thickness 1 (or 2 if double fillet). Ixx about x–x, Iyy about y–y, J = Ixx + Iyy.

    Lw = 3,042.0 mm C (100.0, 153.5) mm Ixx = 33,317,022 mm³ Iyy = 16,280,000 mm³ J = 49,597,022 mm³
  4. 04

    Uniform force per unit length from direct actions. N is normal to the weld plane. Vx, Vy are in-plane.

    fn(N) = N / Lw = 20 × 10³ / 3,042.0 = 6.57 N/mm fvx(Vx) = Vx / Lw = 0 × 10³ / 3,042.0 = 0.00 N/mm fvy(Vy) = Vy / Lw = 80 × 10³ / 3,042.0 = 26.30 N/mm
  5. 05

    Moment actions at a point (x, y) from C. Mxx and Myy are out-of-plane (normal force on the throat). Mz is in-plane torsion (shear on the throat).

    Governing point (200.0, 307.0) on line T x = 100.0 y = 153.5 mm from C fn(Mxx) = Mxx·y / Ixx = 120×10⁶ × 153.5 / 33,317,022 = 552.87 N/mm fn(Myy) = Myy·x / Iyy = 25×10⁶ × 100.0 / 16,280,000 = 153.56 N/mm fvx(Mz) = −Mz·y / J = -0.00 fvy(Mz) = Mz·x / J = 0.00 N/mm
  6. 06

    Combine vectorially. f* is the resultant force per millimetre. τ* is the actual throat shear. Compare with φvw and τ_allow.

    fn = fn(N)+fn(Mxx)+fn(Myy) = 6.57 + 552.87 + 153.56 = 713.01 N/mm fvx = fvx(Vx)+fvx(Mz) = 0.00 + -0.00 = 0.00 N/mm fvy = fvy(Vy)+fvy(Mz) = 26.30 + 0.00 = 26.30 N/mm f* = √(fn² + fvx² + fvy²) = 713.49 N/mm τ* = f*/tt = 126.1 MPa τ_allow = 235.2 MPa util = f*/φvw = 0.536
GOVERNING POINT · (200.0, 307.0) mm on line T

from N fn = 6.57 N/mm

from Mxx fn = 552.87 N/mm

from Myy fn = 153.56 N/mm

from Vx fvx = 0.00 N/mm

from Vy fvy = 26.30 N/mm

from Mz fvx = -0.00 fvy = 0.00 N/mm

combined f* 713.49 N/mm τ* = f*/tt = 126.1 MPa

φvw 1,330.3 N/mm τ_allow = 235.2 MPa util 0.536

Force per millimetre at the governing throat, by action. φvw is the design capacity.

fn (N)
6.6
fn (Mxx)
552.9
fn (Myy)
153.6
fvx
0.0
fvy
26.3
f*
713.5
φvw
1,330.3
Linex mmy mmfn(N)fn(Mxx)fn(Myy)fnfvxfvyf* N/mmτ* MPautil
T0.0307.06.6552.9-153.6405.90.026.3406.771.90.306
T100.0307.06.6552.90.0559.40.026.3560.199.00.421
T200.0307.06.6552.9153.6713.00.026.3713.5126.10.536
Btm0.00.06.6-552.9-153.6-699.90.026.3700.4123.80.526
Btm100.00.06.6-552.90.0-546.30.026.3546.996.70.411
Btm200.00.06.6-552.9153.6-392.70.026.3393.669.60.296
L0.00.06.6-552.9-153.6-699.90.026.3700.4123.80.526
L0.0153.56.60.0-153.6-147.00.026.3149.326.40.112
L0.0307.06.6552.9-153.6405.90.026.3406.771.90.306
R200.00.06.6-552.9153.6-392.70.026.3393.669.60.296
R200.0153.56.60.0153.6160.10.026.3162.328.70.122
R200.0307.06.6552.9153.6713.00.026.3713.5126.10.536
web100.00.06.6-552.90.0-546.30.026.3546.996.70.411
web100.0153.56.60.00.06.60.026.327.14.80.020
web100.0307.06.6552.90.0559.40.026.3560.199.00.421
midH0.0153.56.60.0-153.6-147.00.026.3149.326.40.112
midH100.0153.56.60.00.06.60.026.327.14.80.020
midH200.0153.56.60.0153.6160.10.026.3162.328.70.122

IQEG · Sydney · info@iqeg.com.au · 0433 597 205 · Investigate. Understand. Solve.

Rev 0 indicative calculation. Not certified engineering advice. Check mill tables and the current Standard.