A boundary element method is developed for time-harmonic analysis of a
finite two-dimensional structure in dynamic coupled thermoelasticity.
The advantage of the proposed technique is although it assumes a harm
onic excitation, domain discretization is not required and a single re
gion analysis can be done. The boundary integral equations of displace
ment and temperature fields are considered and a single thermal excita
tion is used to derive the boundary element equilibrium equations. Com
parison is made and the coupling effect in natural frequencies, resona
nce amplitudes and temperature distribution is investigated. (C) 1998
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