Wood Beam Calculator

Wood Beam Calculator American Wood Council website Rafter and Joist Span FAQ The lengths and sizes of joists vary depending on the species and quality of the lumber used. Simple Beam Point Load at Any location. You can also easily obtain the value of the modulus of elasticity for other materials such as steel and concrete from the internet or from your local library.

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Wood beam calculator. This web based application is made freely available courtesy of the advertisements displayed on this page. The beam span length is fixed for this demo version. Simply supported beam with point force in the middle.

Eastern white pine has a modulus of elasticity of 6800 MPa 68x10⁹ Pa which is the value we obtained from the Wood Handbook. Uniformly Loaded Beam Overhanging Post Calculator. Select a beam and enter dimensions to get started.

GO TO NEW INTERFACE BEAM GO TO NEW INTERFACE FRAMETRUSS. Combined Axial and Bending Load Calculator. Cantilever beam with point force at the tip.

The beam calculations provided by this online tool are for educational and illustrative purposes only. The Canadian Wood Councils Beam Calculator has been developed for the purpose of information only. 1 Enter Beam Details 11 Span and bearing.

Selects the lightest sawn lumber beams after entering values for span spacing species grade deflection criteria and design criteria ie design for bending shear deflection lateral support or any combination thereof. Start your free ClearCalcs trial to unlock saving and export as well as even more calculators for wood steel and concrete beams columns and footings. Beam Calculator Online Calculate the reactions Draws Bending Moment Shear Force Axial Force We updated the beam calculator interface and added additional features for calculating beams calculation of statically indeterminate beams image saving and section selection.

This demo version is fixed at 1m clear. Steel I Beam. MI for Solid Rectangular Beam Height 3 x Width 12 Deflection Length 3 x Force 3 x E x MI Bending Stress Force x Length MI 05 x Height Where MI Moment of Inertia E Modulus of Elasticity in psi.

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