This paper presents a theoretical study of propagation of thermoelastic waves
generated by concentrated heating of the outer surface of circular cylindrical shells.
The generalized thermoelastic theory proposed by Lord and Shulman is used to
model the response of a circular cylindrical shell to a pulsed laser focused on the
surface of the cylinder. Guided wave modes in the cylinder are obtained by a
semianalytical finite element method. Dynamic response is constructed numerically
by superposition of guided wave modes. In this method, the cylinder is discretized in
the radial direction into several coaxial circular cylinders (subcylinders)
and the radial dependence of the displacement and temperature in each
subcylinder is approximated by quadratic interpolation polynomials. Numerical
results for the variation through the thickness of various physical quantities of
interest at a location away from the source are presented for a silicon nitride
(SiN)
tube for illustration purposes. The frequency dependence of the response quantities is
discussed and attention is focused on convergence and accuracy of the computed
results.