Modulus of elasticity

Product No: P2120200

Principle

A flat bar is supported at two points. It is bent by the action of a force acting at its centre. The modulus of elasticity is determined from the bending and the geometric data of the bar.

Tasks

  1. Determination of the characteristic curve of the dial gauge.
  2. Determination the bending of flatbars as a function of the force; at constant force: of the thickness, of the width and of the distance between the support points.
  3. Determination the modulus of elasticity of steel, aluminium and brass.

What you can learn about

  • Young's modulus
  • Modulus of elasticity
  • Stress
  • Deformation
  • Poisson's ratio
  • Hooke's law



Materiallist (Excerpt) Product Amount
Flat bars, set 17570-00 1
Dial gauge 10/0.01 mm 03013-00 1
Tripod base PHYWE 02002-55 2
Holder for dial gauge 03013-01 1
Knife-edge with stirrup 03015-00 1
Spring Balance 1 N 03060-01 1
Vernier caliper 03010-00 1
Bolt with knife-edge 02049-00 2
Support rod PHYWE,square, l 630mm 02027-55 1
Fish line, l. 100m 02090-00 1
Support rod PHYWE,square,l 250mm 02025-55 2
Right angle clamp PHYWE 02040-55 5
Weight holder for slotted weights 02204-00 1
Slotted weight, 50 g, black 02206-01 6
Slotted weight, 10 g, black 02205-01 10
Measuring tape, l = 2 m 09936-00 1
Laboratory Experiments Physics, Chemistry, Biology andApplied Sciences, CD-ROM, incl. operating manuals 16502-42 1

Literature for this article als follows

Title Product Language
TESS expert Handbook Laboratory Experiments Physics 16502-32 ENG

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Product No: P2120200

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