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=====Description=====
The [http://en.wikipedia.org/wiki/Bending '''Simple Bending Equation'''] applies to simply supported beams ''(and arches if the radius of curvature is greater than 10 times the depth)''
The [http://en.wikipedia.org/wiki/Bending '''Simple Bending Equation'''] applies to simply supported beams ''(and arches if the radius of curvature is greater than 10 times the depth)''
[[File:WhiteSpace.jpg|200px|right]]
 
[[File:BendingEquation.jpg|200px|right]]
 
'''''Where:'''''
'''''Where:'''''


* '''M''' = the [http://en.wikipedia.org/wiki/Bending_moment '''Maximum Bending Moment''']
[[File:BendingEquation.png|200px|right]]
* '''σ''' = the [http://en.wikipedia.org/wiki/Ultimate_tensile_strength '''Tensile Strength'''] of the material ''(obtainable from tables or by experiment)''
* '''M''' = the '''[[Bending Moment|Maximum Bending Moment]]'''
* '''σ''' = the '''[[Tensile Strength]]''' of the material ''(obtainable from tables or by experiment)''
* Capital '''I''' = the '''[[Moment of Inertia]]''' about the Neutral Axis ''(for a rectangular beam this is its breadth times the depth cubed divided by 12)''.
* Capital '''I''' = the '''[[Moment of Inertia]]''' about the Neutral Axis ''(for a rectangular beam this is its breadth times the depth cubed divided by 12)''.
* '''y''' = the distance of the [http://en.wikipedia.org/wiki/Neutral_axis '''Neutral Axis'''] from the maximum stress ''(for a uniform rectangular beam this is half the depth)''
* '''y''' = the distance of the '''[[Neutral Axis]]''' from the maximum stress ''(for a uniform rectangular beam this is half the depth)''
 
 
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{{Terminology}}
[[Category:Secondary]]
[[Category:Beams]]
[[Category:Terminology]]

Latest revision as of 20:03, 3 September 2016


Description

The Simple Bending Equation applies to simply supported beams (and arches if the radius of curvature is greater than 10 times the depth)


Where:

BendingEquation.png
  • M = the Maximum Bending Moment
  • σ = the Tensile Strength of the material (obtainable from tables or by experiment)
  • Capital I = the Moment of Inertia about the Neutral Axis (for a rectangular beam this is its breadth times the depth cubed divided by 12).
  • y = the distance of the Neutral Axis from the maximum stress (for a uniform rectangular beam this is half the depth)


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Viga Wooden Construction Set Straws and Connectors Construction Engineering Blocks K'Nex Education Group Set Engino STEM Construction Set Lego Duplo Tech Machines Set Lego Education Core Set Meccano Easy Construction Box Fischertechnik Universal Building Kit