[1] Love A.E.H., 1944, A Treatise on Mathematical Theory of Elasticity, Dover Publication, New York.
[2] Biot M.A., 1940, The influence of initial stress on elastic waves, Journal of Applied Physics 11(8): 522-530.
[3] Biot M.A., 1965, Mechanics of Incremental Deformations, John Wiley and Sons, New York.
[4] Dey S., Addy S.K., 1977, Reflection of plane waves under initial stresses at a free surface, International Journal of Non-Linear Mechanics 12(6): 371-381.
[5] Chattopadhyay A., Bose S., Chakraborty M., 1982, Reflection of elastic waves under initial stress at a free surface: P and SV motion, The Journal of Acoustical Society of America 72(1): 255-263.
[6] Dey S., Roy N., Dutta A., 1985, Reflection and refraction of P-waves under initial stresses at an interface, Indian Journal of Pure and Applied Mathematics 16(9): 1051-1071.
[7] Sinha A.N., Sinha S.B., 1974, Reflection of thermoelastic waves at a solid half-space with thermal relaxation, Journal of Physics of the Earth 22(2): 237-244.
[8] Sinha S.B., Elsibai K.A., 1996, Reflection of thermoelastic waves at a solid half-space with two relaxation times, Journal of Thermal Stresses 19(8): 749-762.
[9] Sinha S.B., Elsibai K.A., 1997, Reflection and refraction of thermoelastic waves at an interface of two semi-infinite media with two relaxation times, Journal of Thermal Stresses 20(2): 129-145.
[10] Abd-Ala A.N., Al-Dawy A.A.S, 2000, The reflection phenomena of SV-waves in a generalized thermoelastic medium, International Journal of Mathematics and Mathematical Sciences 23(8): 529-546.
[11] Kumar R., Singh M., 2008, Reflection/transmission of plane waves at an imperfectly bounded interface of two orthotropic generalized thermoelastic half-spaces, Material Science and Engineering 472(1-2): 83-96.
[12] Singh B., Singh L., Deswal S., 2011, Propagation of waves at an interface between two thermoelastic half-spaces with diffusion, Journal of Theoretical and Applied Mechanics, Sofia 41(1): 61-80.
[13] Montanaro A., 1999, On singular surfaces in isotropic linear thermoelasticity with initial stress, The Journal of Acoustical Society of America 106(3): 1586-1588.
[14] Singh B., Kumar A., Singh J., 2006, Reflection of generalized thermoelastic waves from a solid half-space under hydrostatic initial stress, Applied Mathematics and Computation 177(1): 170-177.
[15] Othman M.I.A., Song Y., 2007, Reflection of plane waves from an elastic solid half-space under hydrostatic initial stress without energy dissipation, International Journal of Solids and Structures 44(17): 5651-5664.
[16] Singh B., Singh J., Ailawalia, P., 2010, Thermoelastic waves at an interface between two solid half-spaces under hydrostatic initial stress, Archive of Mechanics 62(3): 177-193.
[17] Chakraborty N., Singh M.C., 2011, Reflection and refraction of a plane thermoelastic wave at a solid-solid interface under perfect boundary condition, in presence of normal initial stress, Applied Mathematical Modelling 35(11): 5286-5301.
[18] Singh M.C., Chakraborty N., 2013, Reflection and refraction of P-, SV- and thermal wave, at an initially stressed solid-liquid interface in generalized thermoelasticity, Applied Mathematical Modelling 37(1-2): 463-475.
[19] Singh M.C., Chakraborty N., 2017, Reflection and refraction of plane waves at the interface of two visco-thermoelastic liquid layers in presence of magnetic field and compressional stress, with the outer core inside the earth as a model, International Journal of Applied and Computational Mathematics 3(3): 2107-2124.
[20] Kumar R., Kumar R., 2011, Wave propagation in orthotropic generalized thermoelastic half-space with voids under initial stress, International Journal of Applied Mathematics and Mechanics 7(13): 17-44.
[21] Abd-Alla A.M., Abo-Dahab S.M., Hammad H.H.A, 2011, Propagation of Rayleigh waves in generalized magneto-thermoelastic orthotropic material under initial stress and gravity field, Applied Mathematical Modelling 35(6): 2981-3000.
[22] Ahmed S.M., Abo-Dahab S.M., 2012, Influence of initial stress and gravity field on propagation of Rayleigh and Stoneley waves in a thermoelastic orthotropic granular medium, Mathematical Problems in Engineering 2012: 245965.
[23] Pal P.C., Kumar S., Mandal D., 2014, Wave propagation in an inhomogeneous anisotropic generalized thermoelastic solid, Journal of Thermal Stresses 37(7): 817-831.
[24] Sharma M.D., 2010, Wave propagation in a pre-stressed anisotropic generalized thermoelastic medium, Earth, Planet and Space 62(4): 381-390.
[25] Sharma M.D., 2014, Propagation and attenuation of Rayleigh waves in generalized thermoelastic media, Journal of Seismology 18(1): 61-79.
[26] Gupta R.R., Gupta R.R., 2014, Reflection of waves in a rotating transversely isotropic thermoelastic half-space under initial stress, Journal of Solid Mechanics 6(2): 229-239.
[27] Sharma J.N., Kaur R., 2014, Study of reflection and transmission of plane waves at thermoelastic-diffusive solid/liquid interface, Latin American Journal of Solids and Structures 11(12): 2141-2170.
[28] Kakar R., Kakar S., 2015, Modelling of magneto-thermoelastic plane waves at the interface of two prestressed solid half-spaces without energy dissipation, Earthquakes and Structures 8(6): 1299-1323.
[29] Kumar R., Garg S.K., Ahuja S., 2015, Wave propagation in fibre-reinforced transversely isotropic thermoelastic media with initial stress at the boundary, Journal of Solid Mechanics 7(2): 223-238.
[30] Sur A., Kanoria M., 2014, Finite thermal wave propagation in a half-space due to variable thermal loading, Applications and Applied Mathematics: An International Journal 9(1): 94-121.
[31] Sur A., Kanoria M., 2015, Propagation of thermal waves in a functionally graded thick plate, Mathematics and Mechanics of Solids 22(4): 718-736.
[32] Sur A., Kanoria M., 2017, Modeling of fibre-reinforced magneto-thermoelastic plate with heat sources, Procedia Engineering 173: 875-882.
[33] Sur A., Kanoria M., 2017, Three-dimensional thermoelastic problem under two-temperature theory, International Journal of Computational Methods 14(3): 1750030-1-17.
[34] Karmakar R., Sur A., Kanoria M., 2016, Generalized thermoelastic problem of an infinite body with a spherical cavity under dual-phase-lags, Journal of Applied Mechanics and Technical Physics 57(4): 652-665.
[35] Prasad B., Pal P.C., Kundu S., Prasad N., 2017, Effect of inhomogeneity due to temperature on the propagation of shear waves in an anisotropic layer, AIP Conference Proceedings 1860: 020053-1-7.
[36] Kumar R., Kaur M., 2017, Reflection and transmission of plane waves at micropolar piezothermoelastic solids, Journal of Solid Mechanics 9(3): 508-526.
[37] Sur A., Pal P., Kanoria M., 2018, Modeling of memory-dependent derivative in a fiber-reinforced plate under gravitational effect, Journal of Thermal Stresses 41(8): 973-992.
[38] Sur A., Paul S., Kanoria M., 2019, Modeling of memory-dependent derivative in a functionally graded plate, Waves in Random and Complex Media, doi:10.1080/17455030.2019.1606962.
[39] Purkait P., Sur A., Kanoria M., 2019, Elasto-thermodiffusive response in a spherical shell subjected to memory-dependent heat transfer, Waves in Random and Complex Media, doi:10.1080/17455030.2019.1599464.