Calculate the maximum load a beam can support based on span, material, and cross-section. This tool processes all data locally in your browser. No information is ever sent to any server. Completely free, no registration required.
A Beam Load Calculator estimates the maximum load a structural beam can support based on its material, cross-section dimensions, span length, and loading conditions. Used by structural engineers, architects, and serious DIY builders, this calculator applies beam deflection formulas and material strength properties to determine whether a beam is adequate for a given load — critical for floor joists, roof rafters, bridge beams, and deck supports.
Select beam type (simply supported, cantilever, fixed, continuous), material (steel, wood species, concrete), enter cross-section dimensions and span length, then specify the load (point load, uniformly distributed, or combination). The calculator computes: maximum bending moment, maximum shear force, maximum deflection, and compares to allowable limits. Output: 'Pass' or 'Fail' with utilization ratio.
Simply Supported, Uniform Load: Max Moment = wL²/8, Max Deflection = 5wL⁴÷(384EI)\nCantilever, End Load: Max Moment = PL, Max Deflection = PL³÷(3EI)\nWhere: E=Elastic Modulus, I=Moment of Inertia, w=load per unit, L=span
Simply supported: ends rest on supports, free to rotate. Fixed: ends are rigidly restrained. Fixed ends reduce deflection and moment, allowing smaller sections.
Maximum deflection should not exceed span length ÷ 360. For a 15-foot (180-inch) span: max deflection = 0.5 inches. This prevents visible sag and plaster cracking.
Free online Beam Load Calculator — no signup, 100% client-side processing. All data stays in your browser.