This paper discusses a method of calculating the coefficient of thermal exp
ansion while the specimen undergoes a temperature change. An inverse techni
que is used to solve for the coefficient of thermal expansion from the expe
rimental data. The computational steps are similar to typical inverse techn
iques as applied to thermal conduction problems. A custom-designed Michelso
n interferometer is used to gather the experimental data. The experimental
setup permits heating or cooling of the sample during testing. It is also n
ecessary to predict the temperature distribution throughout this specimen.
The computation of temperature distribution is also carried out by a simple
inverse technique.