Deflection calculator for simply supported beam with different cross sections.| Structural analysis

Deflection calculator for simply supported beam with different cross sections

Deflection calculator for simply supported beam carrying uniformly distributed load with different cross sections.


Simply supported beam carrying uniformly distributed load

This page calculates deflection diagram for simply supported beam carrying UDL having rectangular section shown below.

Deflection calculator for simply supported beam with rectangular cross section

To calculate deflection at any point on the beam 5 variables are required namely

  • Uniformly distributed load.
  • Length of beam.
  • Young's modulus.
  • Width of beam.
  • Depth of beam.
  • Moment of inertia of beam calculated from width and depth of cross section.

Uniformly distributed load : kN/m.

Length of beam : meters.

Young's modulus : GPa.

Width of beam : mm.

Depth of beam : mm.

Moment of inertia of beam : m4.






This page calculates deflection diagram for simply supported beam carrying UDL having hollow rectangular section shown below.

simply supported beam having hollow rectangle section carrying uniformly distributed load throughout used in deflection calculation

To calculate deflection at any point on the beam 7 variables are required namely

  • Uniformly distributed load.
  • Length of beam.
  • Young's modulus.
  • Outer width of beam.
  • Outer depth of beam.
  • Inner width of beam.
  • Inner depth of beam.
  • Moment of inertia of beam calculated from outer and inner widths and depths of cross section.

Uniformly distributed load : kN/m.

Length of beam : meters.

Young's modulus : GPa.

Outer width of beam : mm.

Outer depth of beam : mm.

Inner width of beam : mm.

Inner depth of beam : mm.

Moment of inertia of beam : m4.






This page calculates deflection diagram for simply supported beam carrying UDL having circular section shown below.

Deflection calculator for simply supported beam with circular cross section

To calculate deflection at any point on the beam 4 variables are required namely

  • Uniformly distributed load.
  • Length of beam.
  • Young's modulus.
  • Diameter of beam.
  • Moment of inertia of beam calculated from diameter of cross section.

Uniformly distributed load : kN/m.

Length of beam : meters.

Young's modulus : GPa.

Diameter of beam : mm.

Moment of inertia of beam : m4.






This page calculates deflection diagram for simply supported beam carrying UDL having hollow circular section shown below.

Deflection calculator for simply supported beam with hollow circular cross section

To calculate deflection at any point on the beam 5 variables are required namely

  • Uniformly distributed load.
  • Length of beam.
  • Young's modulus.
  • Outer diameter of beam.
  • Inner diameter of beam.
  • Moment of inertia of beam calculated from outer and inner diameter of cross section.

Uniformly distributed load : kN/m.

Length of beam : meters.

Young's modulus : GPa.

Outer diameter of beam : mm.

Inner diameter of beam : mm.

Moment of inertia of beam : m4.






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