Abstract
In capturing visco-elastic behavior, experimental tests play a fundamental role, since they allow in building up theoretical constitutive laws very useful for simulating their own behavior. In the present contribution, estimation is made to investigate the transient phenomena in a homogeneous isotropic three-dimensional medium whose surface is subjected to a time-dependent thermal loading and is free of traction, in the context of two-temperature three-phase-lag thermoelastic model with non-local fractional operators. The governing equations are formulated for Kelvin-Voigt two-temperature theory and are solved employing the normal mode analysis. Numerical estimates of the thermophysical quantities are depicted graphically for a copper-like material. This mathematical formulation is assessed by experimental tests and the effect of two-temperature theory and the non-local fractional operator is analyzed. Also, the effect of viscosity on the thermophysical quantities is reported in the literature.
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