Struxt3D

Element design

How to design steel connections

Steel connection design explained: fin plates, end plates, base plates, gussets and splices, bolt groups and welds, with a worked Eurocode 3 fin plate example.

Level IntermediateTime 17 minCodes Eurocode 3, AISC 360Updated
Follow along in Struxt3DOpens the Portal frame shed template with its default sizes.
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Most steel structures that fail, fail at a connection. Members are designed by tables; connections are where loads change direction, pass through bolts and welds, and squeeze through thin plates. Designing a connection means following the load path from one member to the other and checking every link in it.

The connection types

fin plateend platebase plategussetsplice
Fin plates pass shear (a "pinned" beam end); end plates pass shear and moment; base plates carry columns into concrete; gussets carry brace forces into a joint; splices join pieces of one member.
TypeCarriesMain checks
Fin plateShear (and some axial)Bolt group with eccentricity, bolt bearing, plate shear and bending, weld to the support, block tearing
Extended end plateMoment + shearBolt rows in tension as T-stubs, plate bending, column flange, welds (EN 1993-1-8 6.2.4–6.2.7)
Base plateAxial, shear, moment (fixed)Concrete bearing, plate bending, anchor tension and shear
Gusset plateBrace axial forceBolts, bearing, Whitmore section yield, rupture and buckling, block shear
SpliceFull member forcesFlange cover plates and bolts (I-sections), or a full-penetration butt weld (tubes, boxes)

Bolts: shear, bearing and bolt groups

A bolt in shear can fail by shearing across its shank, or by tearing the plate it bears on. Eurocode 3 (EN 1993-1-8 Table 3.4):

Fv,Rd = αv fub As / γM2    Fb,Rd = k1 αb fu d t / γM2AISC 360 J3: φRn = 0.75 Fnv Ab and 0.75 × 2.4 d t Fu

When the load doesn't pass through the centre of a bolt group, the group also has to resist a moment V·e. The elastic method adds the direct share V/n to a twisting share proportional to each bolt's distance r from the centroid: F = V·e·r / Σr².

Worked example: a fin plate (Eurocode 3)

A beam end shear VEd = 120 kN goes through a 10 mm S275 fin plate welded to a column, with 3 M20 class 8.8 bolts in one vertical line at 70 mm pitch. The bolt line is 50 mm from the weld (eccentricity e = 50 mm). End and edge distance e1 = 40 mm, hole d0 = 22 mm.

Bolt group

Bolts at y = −70, 0, +70 mm: Σr² = 2 × 70² = 9800 mm². Moment on the group V·e = 120 × 50 = 6000 kN·mm.

outer bolt:   FV = 120/3 = 40.0 kN (vertical),   FM = 6000 × 70 / 9800 = 42.9 kN (horizontal)
FEd = √(40.0² + 42.9²) = 58.6 kN

Bolt shear

Fv,Rd = 0.6 × 800 × 245 / 1.25 = 94.1 kN → 58.6 / 94.1 = 0.62 ✓

Bearing on the plate

αb = min(e1/3d0, p1/3d0 − ¼, fub/fu, 1) = min(0.61, 0.81, 1.86, 1) = 0.61; k1 = 2.5.

Fb,Rd = 2.5 × 0.61 × 430 × 20 × 10 / 1.25 = 104 kN → 58.6 / 104 = 0.56 ✓

Plate in shear

Vpl,Rd = (10 × 230) × 275 / √3 = 365 kN → 120 / 365 = 0.33 ✓230 mm deep plate, gross section; the net section and block tearing are checked the same way

Bolt shear governs at 0.62. The weld to the column must carry the shear and the moment V·e — a 6 mm fillet on both sides is typical.

Gussets and the Whitmore section

A brace force entering a gusset spreads out at about 30° on each side from the first bolt row. The effective width at the last row — the Whitmore section — is the width checked for yield, rupture and buckling of the plate between the brace end and the joint.

Base plates

A column base plate spreads the column load onto concrete. The concrete bearing strength under the plate rises when the supporting area A2 is larger than the plate A1 (√(A2/A1) ≤ 2 in ACI). The plate bends as a cantilever beyond the column profile; anchors carry shear and any uplift. A fixed base also carries moment through anchor tension on one side and bearing on the other.

Design it in Struxt3D

Struxt3D designs a standard connection at every steel member end, by classic component checks from its connections engine, with each governing check citing its clause. It steps through standard sizes — bolt diameter and number, plate thickness, anchors, weld legs — until every check passes for every combination.

  1. Open a steel model — the Portal frame shed has column bases, rafter-to-column joints, purlins and bracing, so most connection types appear.
  2. Make sure connections are on in Design settings › Steel connections (base plates, end plates, fin plates, gussets, splices).
  3. Set the member ends. Pinned ends (Pinned, Pin start, Pin end) get fin plates; rigid beam-to-column ends get moment end plates. See Supports and releases.
  4. Run the design (F6).
  5. See them in 3D. Show › Steel connections draws the plates, bolts, anchors and welds on the members.
  6. Inspect a joint. Click a member or joint: the End connections card expands to the dimensioned sketch, the parts and materials, the largest forces with their combination and every check with demand, capacity, formula and clause.
  7. Review all of them in the Connections table, and open the joint's Calculation report. Shop drawings include the connection details.

Struxt3D's connections are designed by hand-calculation component checks, not by finite element (CBFEM) analysis of the plates. Timber connections are not designed, and concrete members get no connection items. Base plates assume about 30 MPa concrete with A2 = 2 A1.

Common mistakes

  • Forgetting eccentricity in fin plates and bolt groups.
  • Designing a "pin" that is actually stiff (or the reverse): the connection must match the analysis assumption.
  • Edge distances too small — bearing and block tearing drop sharply.
  • Welds sized for shear only when they also carry the moment V·e.