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Shear strain

Shear strain is a strain that acts parallel to the face of a material that it is acting on. Normal strain acts perpendicular to the face of that it is acting on. There are two ways to interpret shear strain: the average shear strain and the engineering shear strain. The variable used to denote average shear strain is ε while γ denotes engineering shear strain.

Consider an infinitesimal rectangle in the xy plane subject to shear strain. The rectangle becomes a parallelogram where α is the displacement from the y axis in the x direction and δ is the displacement from the x axis in the y direction. The average shear strain is

εxy = 0.5(α+δ) = εyx

Definition of engineering shear strain:

γ = εxyyx = 2εxy
γ = α+δ = θ-β

θ is the angle before deformation and β is the angle at that same point after deformation. Therefore γ describes the total deformation. Although, strain is dimensionless, it is usually stated as in./in. or some similar sign convention.

See also

  • Shear modulus
  • Moiré pattern (the Moiré effect can be used to measure strain)
This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Shear_strain". A list of authors is available in Wikipedia.
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