Nominal Strain Definition

Nominal strain, also known as engineering strain and Cauchy strain, is the total deformation in a single plane when forces are constantly being applied to the plane within the object being tested for deformation.
  1. Measurement

    • Nominal strain can be measured by dividing the dead load (force applied to a structure that is present at all times) by "l," which is the length of the plane after pressure is applied minus the original length of the plane. This gives a two-dimensional representation of the problem.

    Relationship to True Strain

    • Engineering strain only measures a small amount of strain and is inaccurate when the deformation is no longer small (usually about 5 percent). In these cases, individuals should attempt to calculate the true strain for a more accurate answer. Equations for true strain can be found in Resources.

    Relationship to Stress

    • Stress is the force applied to an area. Stress interacts with the nominal strain in Hooke's Law, which determines the elasticity of metals by dividing the stress on a plane to its strain under that stress. This elasticity is expressed in pounds per square inch.

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