Experiment shows that if the temperature change \(\Delta{t}\) of a solid object is not too great, the change in each dimension of the object is proportional to \(\Delta{t}\). In particular, if a solid object initially has length \(L_0\), the change \(\Delta{L}\) in its length when the temperature changes by \(\Delta{t}\) is
The quantity \(\alpha\) (Greek letter alpha) in Equation 14-18 is called the \(\textbf{coefficient of linear expansion}\). It depends on what the object is made of, but not on the shape or size of the object.