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ε t is the Lateral or Transverse Strain. ε l is the Longitudinal or Axial Strain. ν is Poisson’s Ratio. The strain on its own is defined as the change in dimension (length, breadth, area…) divided by the original dimension. Read More: Longitudinal Strain.
In continuum mechanics, lateral strain, also known as transverse strain, is defined as the ratio of the change in diameter of a circular bar of a material to its diameter due to deformation in the longitudinal direction.
17 Αυγ 2015 · Lateral strain of a deformed body is defined as the ratio of the change in length (breadth of a rectangular bar or diameter of a circular bar) of the body due to the deformation to its original length (breadth of a rectangular bar or diameter of a circular bar) in the direction perpendicular to the force.
Poisson’s ratio is defined as the ratio between lateral strain (the amount that a material deforms perpendicular to the applied force) and axial strain (the amount that it deforms parallel to the force).
Although the longitudinal or axial strain, ε a, is a contraction, the lateral or radial strain is an extension, the ratio of lateral strain to longitudinal strain being termed the Poisson's ratio, which is discussed in a later section. Below approximately 30% of the ultimate stress, strains are approximately proportional to stress but, beyond ...
18 Μαΐ 2023 · In continuum mechanics, lateral strain, also known as transverse strain, is defined as the ratio of the change in diameter of a circular bar of a material to its diameter due to deformation in the longitudinal direction.
7 Νοε 2019 · What Does Transverse Strain Mean? A transverse strain, also known as lateral strain, can be defined as the ratio of change in the width of a material to its original width.
