WT5X16.5 Steel WT-shape — Section Properties

Dimensions

Property Value Unit
Depth (d) 4.87 123.7 mm
Flange Width (bf) 7.96 20.22 cm
Flange Thickness (tf) 0.435 11.0 mm
Web Thickness (tw) 0.29 7.4 mm
Area (A) 4.85 in² 31.3 cm²
Weight 16.5 lb/ft 24.6 kg/m

Elastic Section Properties

Property Strong Axis (X-X) Weak Axis (Y-Y) Unit
Moment of Inertia (I) 7.71 18.3 in⁴
Elastic Section Modulus (S) 1.93 4.6 in³
Plastic Section Modulus (Z) 3.48 7 in³
Radius of Gyration (r) 1.26 1.94 in

Torsional Properties

Property Value Unit
Torsional Constant (J) 0.291 in⁴
Warping Constant (Cw) 0.356 in⁶

Section Profile Summary

WT/ST sections are cut from W-shapes — the stem tip was at the mid-depth of the original beam and has the highest residual stresses. For beam applications, orient the stem in tension (pointing down for simply-supported beams). Per AISC 360 Section F9, the flexural capacity depends on whether the stem or flange is in compression.

At 4.87" deep — one of the smallest standard sections available. Used for light-duty lintels, bracing, handrail posts, and miscellaneous structural iron.

Key Design Checks (AISC 360)

Check Formula This Section
Plastic moment Mp = Zx × Fy 174 kip-in
Deflection Δ = 5wL⁴/(384EIx) Use Ix = 7.71 in⁴
Torsion St. Venant = GJ/L J = 0.291 in⁴
Column buckling KL/r → Fcr r_x = 1.26 in

Design Notes

Verification (AISC 360): All designs using this section must be verified by a licensed Professional Engineer. Before finalizing member selection, check beam-column interaction (P-M), lateral-torsional buckling, serviceability deflections, and all connection limit states. See Engineering Disclaimer.

Worked Example: Tension Capacity — wt5x16_5

Scenario: wt5x16_5 used as a bottom chord member in a roof truss. The member carries axial tension only under the governing load combination.

Given:

Step 1 — Gross yield (AISC 360 Eq. D2-1):

φTn_yield = 0.9 × Ag × Fy = 0.9 × 4.85 × 50 = 218 kips

Step 2 — Net section fracture:

For bolted connections, deduct bolt holes from Ag: An = Ag − n × dh × tf

The effective net area Ae = U × An depends on the shear lag factor U per AISC 360 Table D3.1.

Check φTn_fracture = 0.75 × Ae × Fu per AISC 360 Eq. D2-2.

Step 3 — Stem-in-tension note:

For WT/ST sections loaded in axial tension, the eccentricity between the centroid and the connection plane introduces a bending moment that should be considered in the connection design. The stem is more flexible than the flange — verify the weld or bolt group can accommodate the induced prying action.

Related Resources

Design Resources


Educational reference only. Verify all section properties against the current AISC 360 Manual and mill certificates before design. Results are PRELIMINARY — NOT FOR CONSTRUCTION.