The Effects of Variable Thermal Conductivity in Thermoelastic Interactions in an Infinite Material with and without Kirchhoff’s Transformation

In this paper, the problem of an unbonded material under variable thermal conductivity with and without Kirchhoff’s transformations is investigated. The context generalized thermoelasticity model. boundary plane medium exposed to a shock that time-dependent considered be traction-free. Because nonlinear formulations are difficult, finite element method applied solve transformations. linear case, when using transformations, problem’s solution derived Laplace transforms eigenvalue approach. effect discussed compared graphical representations numerical results shown for distributions temperature, displacement stress.