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Strength of materials Engineering Deformation of Straight Beams

Code: SME0021

Strength of materials Engineering Deformation of Straight Beams.

Learning Objectives / Experiments

- investigation of the deflection for statically

determinate and statically indeterminate straight

beams
  * cantilever beam
  * single-span beam, dual- or triple-span beam
  * formulation of the differential equation for the
     elastic line
- deflection on a cantilever beam
  * measurement of deflection at the force application
     point
- deflection of a dual-span beam on three supports
  * measurement of the support reactions
  * measurement of the deformations
- influence of the material (modulus of elasticity) and
the beam cross-section (geometry) on the elastic
line
- Maxwell-Betti coefficients and law
- application of the principle of virtual work on
statically determinate and indeterminate beams
- determination of lines of influence
  * arithmetically
  * qualitatively by way of force method
    (Müller-Breslau)

[1] elastic lines of statically determinate and indeterminate beams under various clamping conditions
[2] 3 steel beams with different cross-sections
[3] 1 brass and 1 aluminium beam
[4] 3 articulated, height-adjustable supports with force gauge
[5] 1 support with clamp fixing
[6] force gauges can be zeroed
[7] 3 dial gauges to record deformations

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