The macroscopic behavior of the solution of a dynamic coupled ther- moelasticity problem in a periodic composite material made up of two connected con- stituents with imperfect contact at their interface is analyzed. The homogenized prob- lem, derived via the periodic unfolding method, comprises new coupling terms involv- ing the macroscopic displacement and temperature fields, generated by the imperfect bonding at the interface between the two phases of the composite.
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