On temperature-rate dependent thermoelastic longitudinal vibrations of an infinite circular cylinder (Q1119041)

\textit{A. E. Green} and \textit{K. A. Lindsay} [J. Elasticity 2, 1-7 (1972)] have given the linearized temperature-rate dependent thermoelaticity theory. Using this theory the problem of thermoelastic longitudinal vibrations of an infinite circular cylinder has been solved and the results have been obtained in terms of potential functions. It is interesting to note that due to the temperature-rate dependent theory the amplitudes of both the elastic and thermal waves are higher than in conventional theory. We further observe that if we put \(\gamma =\gamma^*=0\) in the results of this paper we arive at the results of the conventional theory of thermoelaticity.