Steel Beam Selection Calculator
Determine required section modulus, moment of inertia, and approximate beam weight for steel beam design with uniform and point loads.
Inputs
AISC/IBC: floor live load L/360; floor total load L/240; roof L/180; long-term L/480
ASTM: A992 W-shapes Fy=345 MPa; A36 plates Fy=250 MPa; A572 Gr.50 Fy=345 MPa
Results
Required Moment Capacity
165 kN·m
Required Section Modulus
724,638 mm³
How to Use This Calculator
- Enter the beam span in feet and the tributary width in feet.
- Input the dead load and live load in psf, including any point loads.
- Set the allowable deflection limit (span/240 or span/360) and the steel yield strength.
- Review the Required Plastic Section Modulus (Zx) and the Recommended Wide-Flange Section.
- Verify the selected section against shear capacity and deflection limits before finalizing.
How the result changes with Span Length
| Span Length | Required Moment Capacity | Required Section Modulus |
|---|---|---|
| 3.45 | 72.88 kN·m | 320,076 mm³ |
| 11 | 440 kN·m | 1,932,367 mm³ |
| 20 | 1,250 kN·m | 5,489,679 mm³ |
| 27 | 2,160 kN·m | 9,486,166 mm³ |
What each input means
- Span Length
- Clear span length of the beam between supports.
- Uniform Load
- Distributed load along the entire beam length in kN per meter.
- Point Load at Midspan
- Concentrated load applied at the center of the beam span.
- Deflection Limit (L/...)
- Deflection limit divisor per AISC 360 Design Guide and IBC. L/360 for floors with plaster ceilings; L/240 for floors without brittle finishes; L/180 for roofs with no ceiling. AISC Design Guide 3 recommends L/360 for walking vibration.
- Steel Yield Strength (Fy)
- Yield strength of the steel per ASTM standard. ASTM A992 (W-shapes, Grade 50): Fy=345 MPa (standard for wide-flange); ASTM A36: Fy=250 MPa (plates, angles); ASTM A572 Gr. 50: Fy=345 MPa; A588 weathering: Fy=345 MPa.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersSpan Length = 6, Uniform Load = 20, Point Load at Midspan = 50, Deflection Limit (L/...) = 360 = 5 input(s) provided
- Calculate Required Moment CapacityRequired Moment Capacity165 = 165
- Calculate Required Section ModulusRequired Section Modulus724638 = 724638
- Calculate Required Moment of InertiaRequired Moment of Inertia168750000 = 168750000
- Calculate Max DeflectionMax Deflection16.67 = 16.67
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