Plate Girder Design Calculator
Design steel plate girders: check moment capacity, shear capacity, web and flange slenderness, and compactness.
Inputs
ASTM: A572 Gr.50 Fy=345 MPa (common); A36 Fy=250 MPa; A709 Gr.50W for bridge plate girders
Results
Moment Capacity (φMn)
3,310,459,821 N·mm
Shear Capacity (φVn)
1,446,868 N
How to Use This Calculator
- Enter the design moment and shear in kip-ft and kips respectively.
- Set the web height-to-thickness ratio and flange dimensions.
- Input the steel yield strength and the unbraced length of the compression flange.
- Review the Section Modulus Provided, Flange Local Buckling ratio, and Web Slenderness check.
- Verify the Lateral-Torsional Buckling reduction factor to confirm the section is adequate.
How the result changes with Web Depth
| Web Depth | Moment Capacity (φMn) | Shear Capacity (φVn) |
|---|---|---|
| 480 | 1,437,952,254 N·mm | 1,073,088 N |
| 1,180 | 4,037,283,991 N·mm | 1,446,868 N |
| 2,020 | 7,961,903,650 N·mm | 1,446,868 N |
| 2,720 | 11,902,192,228 N·mm | 1,446,868 N |
What each input means
- Span Length
- Clear span of the plate girder.
- Uniform Load
- Total uniformly distributed load on the girder.
- Web Depth
- Clear depth of the web plate between flanges.
- Web Thickness
- Thickness of the web plate.
- Flange Width
- Width of each flange plate.
- Flange Thickness
- Thickness of each flange plate.
- Steel Yield Strength (Fy)
- Yield strength of the steel plate per AISC 360 §F13 (plate girders). ASTM A572 Grade 50: Fy=345 MPa (most common for plate girders); ASTM A36: Fy=250 MPa; ASTM A709 Gr.50W (weathering): Fy=345 MPa for bridges.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersSpan Length = 15, Uniform Load = 100, Web Depth = 1000, Web Thickness = 12 = 7 input(s) provided
- Calculate Moment CapacityMoment Capacity3310459821 = 3310459821
- Calculate Shear CapacityShear Capacity1446868 = 1446868
- Calculate Web SlendernessWeb Slenderness83.3 = 83.3
- Calculate Flange SlendernessFlange Slenderness7 = 7
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