The value of a Stiffness Constant only applies to a certain sample. For example, a longer piece of the same material would have a lower stiffness constant. The Young Modulus on the other hand is a material property, meaning it can be applied to all samples of the same material. It is calculated by the formula:

Stress and Strain

Stress is a measure of the force applied per unit cross-sectional area of a material. It is measured in Pascals (Pa, or Nm^{-2}, or Kgm^{-1}s^{-2} if you want to be pedantic). It is hence calculated by the formula:

Strain is the change in length relative to original length. It has no units since it is the ratio of two lengths. It is calculated by the formula:

A stress on a material causes a strain.

For a material, a stress-strain graph can be drawn. The gradient of this graph is then the Young Modulus. The Young Modulus is also measured in Pascals. By finding the area under a stress-strain graph, it is possible to work out the energy stored per unit volume in a material.

The Young Modulus, being a material property as it is, can be used to generalise the elastic properties of a material. This is very useful, for example, in working with seat belts, as it important to be able to calculate how far they will stretch for any length or thickness.