A two-dimensional generalized thermoelastic model of the problem of reflection of P- and SV-waves on a half space of thermally conducting isotropic elastic material has been considered based on the Green–Lindsay theory. Ratios of reflection coefficients have been calculated for different cases and the results compared with the existing literature are presented in graphs.
GreenAENaghdiPM. Thermoelasticity without energy dissipation. J Elast1983; 31: 189–208.
6.
SinhaSBElasibaiKA. Reflection of thermoelastic waves at a solid half-space with two relaxation times. J Therm Stress1996; 19: 749–762.
7.
SinhaSBElasibaiKA. Reflection and refraction of thermoelastic waves at an interface of two semi-infinite media with two relaxation times. J Therm Stress1997; 20: 129–146.
8.
KumarRSharmaJN. Reflection of plane waves from the boundaries of micropolar thermoelastic half-space without energy dissipation. Int J Appl Mech Eng2005; 10: 631–645.
9.
SharmaJN. Reflection of thermoelastic waves from stress free insulated boundary of anisotropic half-space. Indian J Pure Appl Math1988; 19: 294–304.
10.
SharmaJNKumarVChandD. Reflection of generalized thermoelastic waves from the boundary of half-space. J Therm Stress2003; 26: 925–942.
11.
KumarRSinghM. Thermoelastic plane waves at imperfectly bounded interface of generalized thermoelastic cubic crystal solids. Mech Adv Mater Struct2007; 14: 427–437.
12.
DasNCLahiriASarkarSBasuS. Reflection of generalized thermoelastic waves from isothermal and insulated boundaries of a half-space. J Comput Math Appl2008; 56: 2795–2805.
13.
AchenbachJD. Wave propagation in elastic solids. Amsterdam: North Holland Pub. Co, 2001.