Hyperbolic thermoelasticity: A review of recent literature

Applied Mechanics Reviews

Volumn 51, Issue 12, 1998, Pages 705-729

  Chandrasekharaiah, D S ^a  

^a BANGALORE UNIVERSITY   (India)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0001194946     PISSN: 00036900     EISSN: None     Source Type: Journal    
DOI: 10.1115/1.3098984     Document Type: Article

References (338)

1. Amendola G (1998), Asymptotic behavior in linear thermoelastic materials, Int J Eng Sci 36,233-250.
2. Antaki PJ (1997), Analysis of hyperbolic heat conduction in a semi-infinite slab with surface convection, Int J Heat Mass Transfer 40, 3247-3250.
3. Antaki PJ (1998), Solution for non-Fourier dual phase lag heat conduction in a semi-infinite slab with surface heat flux, lnt J Heat Mass Transfer 41,2253-2258.
4. Anwar MNY (1991), Problem in generalized thermoelasticity for a halfspace subject to smooth heating of its boundary, J Thermal Stresses 14, 241-254.
5. Anwar MN and Sherief HH (1988a), State space approach to generalized thermoelasticity, J Thermal Stresses 11, 353-365.
6. Anwar MN and Sherief HH (1988b), Boundary integral equation formulation of generalized thermoelasticity in a Laplace transform domain, Appl Math Model 12, 161-166.
7. Anwar MN and Sherief HH (1994), Boundary integral equation formulation of thermoelasticity with two relaxation times, J Thermal Stresses 17, 257-270.
8. Arcisz M and Kosinski W (1996), Hugoniot relations for different heat conduction laws, J Thermal Stresses 19, 17-38.
9. Bai C and Lavine AS (1995), On hyperbolic heat conduction and the second law of thermodynamics, ASME J Heat Transfer 117, 256-263.
10. Bajer C and Kosinski W (1995), Numerical modeling of thermal waves via internal state variable approach, Comput Assisted Mech Eng Sci 2, 307-319.
11. Balia M (1991), Analytical study of the thermal shock problem of a halfspace with various thermoelastic models, Acta Meek 89, 73-92.
12. Balta F and Suhubi ES (1977), Theory of nonlocal generalized thermoelasticity, lnt J Eng Sci 15, 579-588.
13. Baneijee S and Roy Choudhuri SK (1995), Spherically symmetric thermoviscoelastic waves in a viscoelastic medium with a spherical cavity, Comput Math Appl 30, 91-98.
14. Baneijee S and Roy Choudhuri SK (1996), A generalized thermoviscoelastic problem for an infinitely extended thin plate containing a circular hole, J Thermal Stresses 19, 465-480.
15. Baneijee S and Roy Choudhury SK (1997), Magneto-thermoelastic interactions in an infinite isotropic elastic cylinder subjected to a periodic loading, Int J Eng Sci 35, 437-444.
16. Barletta A (1996), Hyperbolic propagation of an axisymmetric thermal signal in an infinite medium, lnt J Heat Mass Transfer 39, 3261-3271.
17. Barletta A and Zanchini E (1996), Hyperbolic heat conduction and thermal resonances in a cylindrical solid carrying a steady-periodic electric field, Int J Heat Mass Transfer 39, 1307-1315.
18. Barletta A and Zanchini E (1997a), Hyperbolic heat conduction and local equilibrium: a second law analysis, Int J Heat Mass Transfer 40, 1007-1016.
19. Barletta A and Zanchini E (1997b), Thermal-wave heat conduction in a solid cylinder which undergoes a change of boundary temperature, Heat Mass Transfer Warme 32, 285-291.
20. Basakov VA, Rossikhin YA, and Shitikova MV (1996), Ray method for solving boundary value problems connected with the propagation of thermal shock waves of finite amplitude, J Thermal Stresses 19, 445-464.
21. Beju I (1992), A uniqueness theorem in thermoelasticity with thermal relaxation, Int J Eng Sci 30, 657-664.
22. Bern Z (1988), Existence theorem for the stress-heat flux equations in thermoelasticity with one relaxation time, Bull Polish Acad Sci Tech Sci 36, 493-499.
23. Bioko MS (1986), Generalized dynamic problem of thermoelasticity for a half-space heated by laser radiation, J Appl Math Mech 49, 362-366.
24. Biot MA (1962), Generalized theory of acoustic propagation in porous dissipative media, J Acous Soc Am 34, 1254-1262.
25. Bykovtsev GI and Shatalov AG (1987), Pulsed heating of a half-space with allowance for thermoelastic coupling and finite propagation velocity of heat, Mech Solids 22, 98-103.
26. Carbonaro B and Ignaczak J (1987), Some theorems in temperature-rate dependent thermoelasticity for unbounded domains, J Thermal Stresses 10, 193-220.
27. Carlson DE (1972), Linear Thermoelasticity, in Encyclopedia of Physics, Vol VIa/2, Springer-Verlag, Vienna, 297-345.
28. Casas-Vazquez J and Jou D (1994), Nonequilibrium temperature versus lo-cal-equilibrium temperature, Phys Rev E 49, 1040-1048.
29. Caviglia G, Morro A, and Straughan B (1992), Thermoelasticity at cryogenic temperatures, Int J Nonlinear Mech 27, 251-263.
30. Chakravorty S and Chakravorty A (1998), Transient disturbances in a relaxing thermoelastic half-space due to moving internal heat source, IntJ Math Sci 21, 595-602.
31. Chand D and Sharma JN (1988), Transient magneto-thermoelastic waves in a half-space with thermal relaxations, Indian J Pure Appl Math 19, 1227-1238.
32. Chand D and Sharma JN (1991), Temperature-rate dependent thermoelastic waves in a homogeneous plate due to a suddenly punched hole, J Acous Soc Am 90, 2530-2535.
33. Chand D, Sharma JN, and Sud SP (1990), Transient generalized magneto-thermo-elastic waves in a rotating half-space, lnt J Eng Sci 28, 547-556.
34. Chandrasekharaiah DS (1980), On generalized thermoelastic wave propagation, Proc Indian Acad Sci (Math Sci) 89, 43-52.
35. Chandrasekharaiah DS (1981), Wave propagation in a thermoelastic halfspace, Indian J Pure Appl Math 12, 226-241.
36. Chandrasekharaiah DS (1984), A uniqueness theorem in generalized thermoelasticity, J Tech Phys 25, 345-350.
37. Chandrasekharaiah DS (1986a), Thermoelasticity with second sound: A review, Appl Mech Rev 39, 355-376.
38. Chandrasekharaiah DS (1986b), Heat-flux dependent micropolar thermoelasticity, IntJEngSci 24, 1389-1395.
39. Chandrasekharaiah DS (1987a), A uniqueness theorem in heat-flux dependent thermoelasticity, J Elast 18,283-287.
40. Chandrasekharaiah DS (1987b), Variational and reciprocal principles in micropolar thermoelasticity, Int J Eng Sci 25, 55-63.
41. Chandrasekharaiah DS (1987c), Heat-flux dependent grade-consistent linear micropolar thermoelasticity, Mec Appl 32, 289-297.
42. Chandrasekharaiah DS (1987d), Complete solutions of a coupled system of partial differential equations arising in thermoelasticity, Quart Appl Math AS, 471-480.
43. Chandrasekharaiah DS (1987e), Complete solutions in the theory of elastic materials with voids, Quart J Mech Appl Math 40,401-414.
44. Chandrasekharaiah DS (1988), A generalized linear thermoelasticity theory for piezo-electric media, Acta Mech 71, 39-49.
45. Chandrasekharaiah DS (1989), Complete solutions in the theory of elastic materials with voids-II, Quart J Mech Appl Math 42,41-54.
46. Chandrasekharaiah DS (1990), A complete solution in elastodynamics, Acta Mech 84, 185-190.
47. Chandrasekharaiah DS (1993a), On a coupled system of hyperbolic equations arising in thermoelasticity, in Encyclopedia of Fluid Mechanics, Supplement-I, Gulf Pub Co, Houston, p 247-260.
48. Chandrasekharaiah DS (1993b), A proof of completeness of the Green-Lame’ type solution in thermoelasticity, Int J Math Math Sci 16, 149-154.
49. Chandrasekharaiah DS (1996a), A Note on the uniqueness of solution in the linear theory of thermoelasticity without energy dissipation, J Elast 43, 279-283.
50. Chandrasekharaiah DS (1996b), A uniqueness theorem in the theory of thermoelasticity without energy dissipation, J Thermal Stresses 19, 267-272.
51. Chandrasekharaiah, DS (1996c), One-dimensional wave propagation in the linear theory of thermoelasticity without energy dissipation, J Thermal Stresses 19, 695-710.
52. Chandrasekharaiah DS (1996d), Thermoelastic plane waves without energy dissipation, Mech Res Comm 23, 549-555.
53. Chandrasekharaiah DS (1997a), Thermoelastic Rayleigh waves without energy dissipation, Mech Res Commun 24, 93-101.
54. Chandrasekharaiah DS (1997b), Complete solutions in the theory of thermoelasticity without energy dissipation, Mech Res Commun 24, 625-630.
55. Chandrasekharaiah DS (1998), Variational and Reciprocal principles in Thermoelasticity without energy dissipation, Proc Indian Acad Sci (Math Sci) 108, 209-215.
56. Chandrasekharaiah DS and Cowin SC (1989), Unified complete solutions for the theories of thermoelasticity and poroelasticity, J Elast 21, 121-126.
57. Chandrasekharaiah DS and Cowin SC (1993), A complete solution for a unified system of field equations of thermoelasticity and poroelasticity, Acta Mech 99, 225-233.
58. Chandrasekharaiah DS and Debnath L (1994), Continuum Mechanics, Ch 4, Academic Press, New York.
59. Chandrasekharaiah DS and Keshavan HR (1991), Thermoelastic plane waves in a transversely isotropic body, Acta Mech 87, 11-22.
60. Chandrasekharaiah DS and Keshavan HR (1992a), Thermoelastic effects due to a laser pulse in a half-space, PanAm Math J 2(4) 1-18.
61. Chandrasekharaiah DS and Keshavan HR (1992b), Axisymmetric thermoelastic interactions in an unbounded body with cylindrical cavity, Acta Mech 92,61-76.
62. Chandrasekharaiah DS and Murthy HN (1991), Temperature-rate dependent thermoelastic interactions due to a line heat source, Acta Mech 89, 1-12.
63. Chandrasekharaiah DS and Murthy HN (1992), Plane waves in anisotropic generalized thermoelasticity, PanAm Math J 2(4) 33-50.
64. Chandrasekharaiah DS and Murthy HN (1993), Thermoelastic interactions in an unbounded body with a spherical cavity, J Thermal Stresses 16, 55-70.
65. Chandrasekharaiah DS and Murthy HN (1994), On a mixed problem for the temperature equation in generalized thermoelasticity, Acta Mech 104, 105-114.
66. Chandrasekharaiah DS and Murthy HN (1997), Thermoelastic interactions in an unbounded body with a spherical cavity due to harmonically varying stresses on the boundary, Indian J Pure Appi Math 28, 1327-1335.
67. Chandrasekharaiah DS and Srikantiah KR (1986), Temperature-rate dependent thermoelastic waves in a half-space, Indian J Tech 24, 66-70.
68. Chandrasekharaiah DS and Srikantiah KR (1987), Temperature-rate dependent thermoelastic interactions in an infinite solid due to a point heat source, Indian J Tech 25, 1-7.
69. Chandrasekharaiah DS and Srinath KS (1996), One-dimensional waves in a thermoelastic half-space without energy dissipation, Int J Eng Sci 34, 1447-1455.
70. Chandrasekharaiah DS and Srinath KS (1997a), Thermoelastic plane waves without energy dissipation in a half-space due to time-dependent heating of the boundary, J Thermal Stresses 20, 659-676.
71. Chandrasekharaiah DS and Srinath KS (1997b), Thermoelastic plane waves without energy dissipation in a rotating body, Mech Res Commun 24, 551-560.
72. Chandrasekharaiah DS and Srinath KS (1997c), Axisymmetric thermoelastic interactions without energy dissipation in an unbounded body with cylindrical cavity, J Elast 46, 19-31.
73. Chandrasekharaiah DS and Srinath KS (1998a), Thermoelastic interactions without energy dissipation due to a line heat source, Acta Mech 128, 243-251.
74. Chandrasekharaiah DS and Srinath KS (1998b), Thermoelastic interactions without energy dissipation due to a point heat source, J Elast 50, 97.
75. Chandrasekharaiah DS and Srinath KS (1998c), Thermoelastic waves without energy dissipation in an unbounded body with a spherical cavity, Int J Math Math Sci (In press).
76. Chandrasekharaiah DS, Srinath KS, and Debnath L (1988), Magneto-thermoelastic disturbances with thermal relaxation in a solid due to heat sources, Comput Math Appi 15, 483-490.
77. Chatteijee G and Roy Choudhuri SK (1990), On spherically symmetric temperature-rate dependent thermoelastic wave propagation, J Math Phys Sci 24, 251-264.
78. Chen HT and Lin HJ (1995), Study of transient coupled thermoelastic problems with relaxation times, ASME J Appi Mech 62,208-215.
79. Chen HT and Lin JY (1994a), Analysis of two-dimensional hyperbolic heat conduction problems, Int J Heat Mass Transfer 37, 153-164.
80. Chen HT and Lin JY (1994b), Study of hyperbolic heat conduction with temperature-dependent thermal properties, ASME J Heat Transfer 116, 750-753.
81. Chen PJ and Gurtin ME (1970), On second sound in materials with memory, Z Angew Math Phys 21, 232-241.
82. Chen TC and Weng C (1988), Generalized coupled transient thermoelastic plane problems by Laplace transform/finite element method, ASME J Appi Mech 55, 377-382.
83. Chen TC and Weng C (1989a), Coupled transient thermoelastic response in an axisymmetric circular cylinder by Laplace Transform/finite element method, Comput Struct 33, 533-542.
84. Chen TC and Weng C (1989b), Generalized coupled transient thermoelastic problem of a square cylinder with elliptic hole by Laplace trans-form/finite-element method J Thermal Stresses 13, 305-320.
85. Chirita S (1987), Asymptotic partition of energy in linear generalized thermoelasticity, Z Angew Math Physik 38, 703-716.
86. Chirita S (1988), Some applications of the Lagrange’s identity in thermoelasticity with one relaxation time, J Thermal Stresses 11, 207-231.
87. Chirita S and Quintanilla R (1996), Spatial decay estimates of Saint-Venant type in generalized thermoelasticity, Int J Eng Sci 34, 299-311.
88. Chrzeszczyk A (1993), Well-posedness of the equations of generalized thermoelasticity, J Elast 30, 69-80.
89. Ciarletta M (1996), Thermoelasticity of non-simple materials with thermal relaxation, J Thermal Stresses 19, 731-748.
90. Ciarletta M and Scalia A (1990), Thermoelasticity of non-simple materials with voids, Mec Appl 35, 115-125.
91. Ciarletta M and Scarpetta E (1989), Some results in a generalized thermodynamic theory for elastic materials with voids, Mec Appl 34, 113-119.
92. Ciarletta M and Scarpetta E (1996), Some results on thermoelasticity for porous piezo-electric materials, Mech Res Commun 23, 1-10.
93. Cimmelli VA (1994), Thermodynamics of ideal monatomic gases with a semi-empirical temperature scale, Bull Tech Univ Istanbul 47, 171-186.
94. Cimmelli VA and Frischmuth K (1996), Determination of material functions through second sound measurements in a hyperbolic heat conduction theory, Math Comp Model 24, 19-28.
95. Cimmelli VA and Kosinski W (1991), Nonequilibrium semi-empirical temperature in materials with thermal relaxation, Arch Meeh 43, 753-767.
96. Cimmelli VA and Kosinski W (1992), Evolution hyperbolic equations for heat conduction, in Thermodynamics and Kinetic Theory, Series on Advances in Mathematics for Applied Sciences, Vol 12, World Scientific, Singapore, p 11-22.
97. Cimmelli VA and Kosinski W (1993), Well posedness results for a nonlinear hyperbolic heat equation, Ricerche di Matematica XLII, 49-68.
98. Cimmelli VA and Kosinski W (1995), Superfluidity and internal parameters in helium II, in Proc VII Int Conf on Waves and Stability in Continuous media, World Scientific, Singapore, p 76-81.
99. Cimmelli VA, Kosinski W, and Saxton K (1991), A new approach to the theory of heat conduction with finite wave speeds, Le Matematiche XLVI, 95-105.
100. Cimmelli VA, Kosinski W, and Saxton K (1992), Modified Fourier law: Comparison of two approaches, Arch Mech 44,409-415.
101. Ciobanu GH GR (1995), Some results of the thermoelasticity theory with heat flux evolution equation, Rev Roum Math Pures Appl 40, 301-324.
102. Ciobanu GH GR (1996), Thermoelastic materials with heat flux evolution equation, Arch Mech 48, 985-1010.
103. Cowin SC (1985), Modelling shrinkage mechanisms in porous elastic solids, ASMEJ Appl Mech 52, 351-355.
104. Cowin SC and Nunziato JW (1983), Linear elastic materials with voids, J Elast 13, 125-147.
105. Das NC, Lahiri A, and Giri, RR (1997), Eigenvalue approach to generalized thermoelasticity, Indian J Pure Appl Math 28, 1573-1594.
106. Dascalu C and Maugin GA (1995), The thermoelastic material-momentum equation, J Elast 39, 201-212.
107. Dawn NC and Chakraborty SK (1988), On Rayleigh waves in Green-Lindsay model of generalized thermoelastic media, Indian J Pure Appl Math 20,276-283.
108. Dhaliwal RS, Majumdar SR, and Wang J (1997), Thermoelastic waves in an infinite solid caused by a line heat source, Int J Math &Math Sci 20, 323-334.
109. Dhaliwal RS and Rokne JG (1988), One-dimensional generalized thermoelastic problem for a half-space, J Thermal Stresses 11, 257-271.
110. Dhaliwal RS and Rokne JG (1989), One-dimensional thermal shock problem with two relaxation times, J Thermal Stresses 12, 259-279.
111. Dhaliwal RS, Saxena HS, and Rokne JG (1991), Generalized magneto-thermo-elastic waves in an infinite solid with a cylindrical cavity, J Thermal Stresses 14, 353-369.
112. Dhaliwal RS and Wang J (1993a), Green’s functions in generalized micropolar thermoelasticity, Appl Mech Rev 46, S316-S326.
113. Dhaliwal RS and Wang J (1993b), A generalized theory of thermoelasticity for pre-stressed odies with microstructure, Int J Solids Structures 30, 3467-3473.
114. Dhaliwal RS and Wang J (1994), Some theorems in generalized non-local thermoelasticity, Int J Eng Sci 32,473-479.
115. Dhaliwal RS and Wang J (1995), A heat-flux dependent theory of thermoelasticity with voids, Acta Mech 110, 33-39.
116. Dhaliwal RS, Wang J, and Rokne J G (1995), Small-time Green’s function in temperature-rate dependent thermoelasticity, J Thermal Stresses 18, 13-24.
117. Domanski W, Jablonski TF, and Kosinski W (1996), Symmetrization of a heat conduction model for a rigid medium, Arch Mech 48, 541-550.
118. Domanski W and Kosinski W (1995), Asymptotic equations of geometrical optics for two models of hyperbolic heat waves, Arch Mech 47, 745-753.
119. Dreyer W and Struchtrup H (1993), Heat pulse experiments revisited, Continuum Mech Thermodyn 5, 3-50.
120. Elnagar AM and Abd-AUah AM (1987), On a generalized thermoelastic problem in an infinite cylinder under initial stress, Earth, Moon Planets 37,213-223.
121. Erbay HA, Erbay S, and Dost S (1991), Thermally induced vibrations in a generalized thermoelastic solid with a cavity, J Thermal Stresses 14, 161-171.
122. Erbay S and Suhubi E S (1986), Longitudinal wave propagation in a generalized thermoelastic cylinder, J Thermal Stresses 9, 279-295.
123. Ezzat M A (1995), Fundamental solution in thermoelasticity with two relaxation times for cylindrical regions, Int J Eng Sci 33, 2011-2020.
124. Ezzat MA (1997a), Generation of generalized magneto-thermoelastic waves by thermal shock in a perfectly conducting half-space, J Thermal Stresses 20, 617-633.
125. Ezzat MA (1997b), State space approach to generalized magneto-thermoelasticity with two relaxation times in a medium of perfect conductivity, Int J Eng Sci 35, 741-752.
126. Fichera G (1992), Is the Fourier theory of heat propagation paradoxical, Rendiconti del circolo matematico di Palermo Serie IIXLI, 5-28.
127. Frischmuth K and Cimmelli VA (1995), Numerical reconstruction of heat pulse experiment, Int J Eng Sci 33, 209-215.
128. Frischmuth K and Cimmelli VA (1996), Hyperbolic heat conduction with variable relaxation time, J Theor Appl Mech 34, 67-76.
129. Frischmuth K and Cimmelli VA (1997), Hyperbolic heat conduction, Arch Mech 49,285-291.
130. Frischmuth K and Cimmelli VA (1998), Coupling in thermo-mechanical wave propagation in NaF at low temperature, Arch Mech (To appear).
131. Furukawa T, Noda N, and Ashida F (1989), Generalized thermoelasticity for an infinite body with a circular cylindrical hole based on the Green and Lindsay’s theory (in Japanese), Trans JSME 55, 517, 1998-2001.
132. Furukawa T, Noda N, and Ashida F (1990), Generalized thermoelasticity for an infinite body with a circular cylindrical hole, JSME Int J Ser 133, 26-32.
133. Furukawa T, Noda N, and Ashida F (1991), Generalized thermoelasticity for an infinite solid cylinder, JSME Int J Ser 134, 281-286.
134. Gawinecki J (1987a), Existence, uniqueness and regularity of the first boundary-initial value problem for hyperbolic equation system of the thermal stress theory for temperature-rate dependent solids, Bull Polish Acad Sci Tech Sci 35,411-418.
135. Gawinecki J (1987b), Cauchy problem for the linear hyperbolic equations system of the theory of thermoelasticity of the temperature-rate dependent solids, Bull Polish Acad Sci Tech Sci 35, 421-433.
136. Gawinecki J (1988a), Matrix of fundamental solutions for the system of equations of hyperbolic thermoelasticity with two relaxation times and solution of the Cauchy’s problem, Bull Polish Acad Sci Tech Sci 36, 449-466.
137. Gawinecki J (1988b), Global solution of the Cauchy’s problem in nonlinear three-dimensional hyperbolic thermoelasticity with two relaxation times, Bull Polish Acad Sci Tech Sci 36,467-479.
138. Ghaleb AF (1986), A model of continuous thermoelastic media within the frame of extended thermodynamics, Int J Eng Sci 24, 765-771.
139. Gladysz J (1985), Convolutional variational principles for thermoelasticity with finite wave speeds, J Thermal Stresses 8, 205-226.
140. Gladysz J (1986), Approximate one-dimensional solution in linear thermoelasticity with finite wave speeds, J Thermal Stresses 9, 45-57.
141. Green AE and Lindsay KA (1972), Thermoelasticity, J Elast 2, 1-7.
142. Green AE and Naghdi P M (1977), On thermodynamics and the nature of the second law, Proc Roy Soc London A 357, 253-270.
143. Green AE and Naghdi PM (1991a), A re-examination of the basic postulates of thermo-mechanics, Proc Roy Soc London A 432, 171-194.
144. Green AE and Naghdi PM (1991b), A demonstration of consistency of an entropy balance with balance of energy, Z Angew Math Phys 42, 159-168.
145. Green AE and Naghdi PM (1992), On undamped heat waves in an elastic solid, J Thermal Stresses 15, 253-264.
146. Green AE and Naghdi PM (1993), Thermoelasticity without energy dissipation, J Elast 31, 189-208.
147. Green AE and Naghdi PM (1995a), A unified procedure for construction of theories of deformable media-I: Classical Continuum Physics, Proc Roy Soc London A 448, 335-356.
148. Green AE and Naghdi PM (1995b), A unified procedure for construction of theories of deformable media-11: Generalized Continua, Proc Roy Soc London A 448, 357-377.
149. Green AE and Naghdi PM (1995c), A unified procedure for construction of theories of deformable media-III: Mixture of interacting continua, Proc Roy Soc London A 448, 379-388.
150. Guillemet P, Bardon JP, and Rauch C (1997), Experimental route to heat conduction beyond the Fourier equation, Int J Heat Mass Transfer 40, 4043-4053.
151. Gurtin ME (1972), The linear theory of elasticity, in Encyclopedia of Physics, Vol VIa/2, Springer-Verlag, Vienna, 1-295.
152. Gurtin ME and Pipkin AC (1968), A general theory of heat conduction with finite wave speeds, Arch Rat Mech Anal 31, 113-126.
153. Haddow JB and Wegner JL (1996), Plane harmonic waves for threedimensional thermoelastic theories, Math Mech Solids 1, 111-127.
154. Haji-Sheik A and Beck JV (1994), Green’s function solution for thermal wave equation in finite bodies, Int J Heat Mass Transfer 37, 2615-2626.
155. Harmain GA, Wegner JL, Su J, and Haddow JB (1997), Coupled radially symmetric linear thermoelasticity, Wave Motion 25, 385-400.
156. Hetnarski RB and Ignaczak J (1993), Generalized thermoelasticity: closed form solutions, J Thermal Stresses 16, 473-498.
157. Hetnarski RB and Ignaczak J (1994), Generalized thermoelasticity: response of semi-space to a short laser pulse, J Thermal Stresses 17, 377-396.
158. Hetnarski RB and Ignaczak J (1995), Soliton-like waves in a low-temperature non-linear rigid heat conductor, Int J Eng Sci 33, 1725-1741.
159. Hetnarski RB and Ignaczak J (1996), Soliton-like waves in a low-temperature non-linear thermoelastic solid, Int J Eng Sci 34, 1767-1787.
160. Hetnarski RB and Ignaczak J (1997), On soliton-like thermoelastic waves, Applicable Analysis 65, 183-204.
161. Iesan D and Scalia A (1996), Thermoelastic Deformations, Kluwer, Dordrecht.
162. Ignaczak J (1978), Decomposition theorem for thermoelasticity with finite wave speeds,-/Thermal Stresses 1, 41-52.
163. Ignaczak J (1981), Linear dynamic thermoelasticity: A survey, Shock Vib Digest 13, 3-8.
164. Ignaczak J (1985), A strong discontinuity wave in thermoelasticity with relaxation times, J Thermal Stresses 8, 25-40.
165. Ignaczak J (1989a), Generalized thermoelasticity and its applications, in Thermal Stresses, III, Elsevier, Amsterdam, p 280-354.
166. Ignaczak J (1989b), Solitons in a non-linear rigid heat conductor, J Thermal Stresses 12,403-423.
167. Ignaczak J (1990), Soliton-like solutions in a nonlinear dynamic coupled thermoelasticity, J Thermal Stresses 13, 73-98.
168. Ignaczak J (1991), Domain of influence results in generalized thermoelasticity: A survey, Appl Mech Rev 44, 375-382.
169. Ignaczak J, Carbonaro B, and Russo R (1986), Domain of influence theorem in thermoelasticity with one relaxation time, J Thermal Stresses 9, 79-91.
170. Ignaczak J and Mrowka-Matejewska E (1990), One-dimensional Green’s function in temperature-rate dependent thermoelasticity J Thermal Stresses 13, 281-296.
171. Jakubowska M (1984), Kirchhoffs type formula in thermoelasticity with finite wave speeds, J Thermal Stresses 7, 259-283.
172. Jakubowska M (1985), One-dimensional initial-boundary-value problem for a semi-space in thermoelasticity with two relaxation times, Bull Polish Acad Sci Techn Sci 33, 205-216.
173. Joseph DD and Preziosi L (1989), Heat waves, Rev Mod Phys 61,41-73.
174. Joseph DD and Preziosi L (1990), Addendum to the paper “Heat waves,” Rev Mod Phys 62 375-391.
175. Kalpakidis VK and Massalas CV (1993), Tiersten’s theory of thermoelasticity: An extension, Int J Eng Sci 31, 157-164.
176. Kaminski W (1990), Hyperbolic heat conduction equation for materials with a non-homogeneous inner structure, ASME J Heat Transfer 112, 555-560.
177. Khoma IY (1994), Basic equations of generalized thermoelasticity of anisotropic shells, Prikl Mekh (Appl Mech) 30, 53-59.
178. Korakostas G and Massalas CV (1991), Some basic results on the generalized theory of thermoelasticity proposed by Green and Lindsay, European J Mech A 10, 193-211.
179. Kosinski W (1989), Elastic waves in the presence of a new temperature scale, in Elastic Wave Propagation, Elsevier, New York, p 629-634.
180. Kosinski W (1994), Thermal waves in the kinetic theory, in Proc IUTAM Symposium on nonlinear waves in solids, ASME Book 137, p 247-252.
181. Kosinski W (1995), Thermodynamics of continua with heat waves, in Thermoelastic Problems and Thermodynamics of Continua, ASME AMD Vol 198, p 19-25.
182. Kosinski W (1997), A modified hyperbolic framework for thermoelastic material with damage, in Problems of Environmental and Damage mechanics, IPPT PAN, Warszawa, 157-172.
183. Kosinski W (1998), Hyperbolic framework for thermoelastic materials, Arch Mech (To appear).
184. Kosinski W and Cimmelli VA (1997), Gradient generalization to internal state variables and a theory of superfluidity, J Theor Appl Mech 35, 763-779.
185. Kosinski W and Saxton K (1991), Weak discontinuity waves in materials with semi-empirical temperature scale, Arch Mech 43, 547-559.
186. Kosinski W and Saxton K (1993), The effect on finite time breakdown due to modified Fourier laws, Quart Appl Math 51, 55-68.
187. Kosinski W, Saxton K, and Saxton, R (1997), Second sound speed in a crystal of NaF at low temperature, Arch Mech 49, 189-196.
188. Kosinski W and Wojno W (1995), Gradient generalization to internal state variable approach, Arch Mech 47, 523-536.
189. Kosinski W and Wojno W (1996), Parabolic regularization of hyperbolic heat conductivity in a rigid body, J Theor Appl Mech 34, 67-76.
190. Kronberg AE, Benneker AH, and Westerterp KR (1998), Notes on wave theory in heat conduction: A new boundary condition, Int J Heat Mass Transfer 41, 127-137.
191. Kumar R and Singh B (1998), Reflection of plane waves from the flat boundary of a micropolar generalized thermoelastic half-space with stretch, Indian J Pure Appl Math 29, 657-669.
192. Lebon G (1982), A generalized theory of thermoelasticity, J Tech Phys 23, 37-46.
193. Li H and Dhaliwal R S (1996), Thermal shock problem in thermoelasticity without energy dissipation, Indian J Pure Appl Math 27, 85-101.
194. Li Xu (1992), A generalized theory of thermoelasticity for an anisotropic medium, Int J Eng Sci 30, 571-577.
195. Lin CK, Hwang CC, and Chang YP (1997), The unsteady solutions of a unified heat conduction equation, Int J Heat Mass Transfer 40, 1716-1719.
196. Lord HW and Shulman Y (1967), A generalized dynamical theory of thermoelasticity, J Mech Phys Solids 15, 299-309.
197. Luca I (1987), Spherical thermomechanical waves produced by a point source in a thermo-viscoelastic body of integral type, Mec Appl 32 571-580.
198. Luca I (1989), Uniqueness theorem in anisotropic visco-thermoelasticity of integral type, Arch Mech 41, 535-542.
199. Majhi MC (1995), Discontinuities in generalized thermoelastic wave propagation in a semi-infinite piezoelectric rod, J Tech Phys 36, 269-278.
200. Malinowski L (1994), Relaxation equation of heat conduction and generation: An analytical solution by Laplace Transforms method, Warme-und Stoffubertrangung 29, 265-269.
201. Malinowski L (1996), Relaxation heat conduction and generation: an analysis of the semi-infinite body case by method of Laplace Transforms, Int J Heat Mass Transfer 39, 1543-1549.
202. Mamedov YM (1990), Construction of reciprocity and integral representation formulas of the general solution for quasi-static and dynamic problems of uncoupled generalized thermoelasticity, J Appl Math Mech 54, 815-820.
203. Mandrusiak GD (1997), Analysis of non-Fourier conduction waves from a reciprocating heat source, J Thermophys Heat Transfer 11, 82-89.
204. Marin M (1997), Cesaro means in Thermoelasticity of dipolar bodies, Acta Mech 122, 155-168.
205. Marin M and Marinescu C (1998), Thermoelasticity of initially stressed bodies: Asymptotic equipartition of energies, Int J Eng Sci 36, 73-86.
206. Massalas CV (1986), Thermoelastic waves in a thin plate, Acta Mech 65, 51-62.
207. Massalas CV (1991), A Note on magneto-thermoelastic interactions, Int J Eng Sci 29, 1217-1229.
208. Massalas CV, Foutsitzi G, and Kalpakidis VK (1994), Thermo-electroelasticity theory for materials with memory, Int J Eng Sci 32, 1075-1084.
209. Massalas CV and Kalpakidis VK (1987a), Thermoelastic waves in a thin plate with mixed boundary conditions and thermal relaxation, Ing Arch 57, 401-412.
210. Massalas CV and Kalpakidis VK (1987b), Thermoelastic waves in a waveguide, Int J Eng Sci 25, 1207-1218.
211. Massalas CV, Kalpakidis VK, and Foutsitzi G (1994), Some comments on the extended Tiersten’s theory of Thermoelectroelasticity, Mech Res Commun 21,343-351.
212. Massalas CV and Tsolakidis G (1987), Propagation of thermoelastic waves in an infinite circular cylinder with thermal relaxation, J Sound Vib 117, 529-535.
213. McCarthy MF (1970), Constitutive equations for thermomechanical materials with memory, Int J Eng Sci 8,467-474.
214. McCarthy MF, Moodie TB, and Sawatzky RP (1988), Propagation of transients through thermoviscoelastic media, Quart Appl Math 46, 539-557.
215. Misra JC, Chakrabarti AK, Samanta SC, and Misra SC (1993), Thermally induced vibration in an infinite anisotropic viscoelastic solid with a cylindrical cavity in the presence of a uniform axial magnetic field, Int J Eng Sci 31, 1047-1052.
216. Misra JC, Chattopadhyay NC, and Samanta, SC (1994), Thermoviscoelastic waves in an infinite aeolotropic body with a cylindrical cavity: A study under the review of generalized theory of thermoelasticity, Comput Struct 52, 705-717.
217. Misra JC, Chattopadhyay NC, and Samanta SC (1996), Study of the thermoelastic interactions in an elastic half-space subjected to a ramp-type heating: A state space approach, lnt J Eng Sci 34, 579-596.
218. Misra JC, Kar SB, and Samanta SC (1987a), Effects of mechanical and thermal relaxations on the stresses in a heated viscoelastic continuum with a cylindrical hole, Trans Can Soc Mech Eng 11, 151-159.
219. Misra JC, Kar SB, and Samanta SC (1987b), Stresses generated in a viscoelastic solid due to a heat source in the vicinity of a spherical cavity, Trans Can Soc Mech Eng 11, 87-94.
220. Misra JC, Samanta SC, Chakrabarti AK, and Misra SC (1991), Magneto-thermo-elastic interaction in an infinite elastic continuum with a cylindrical hole subjected to ramp-type heating, Int J Eng Sci 29, 1505-1514.
221. Misra SC, Samanta SC, and Chakrabarti AK (1992), Transient magneto-thermoelastic waves in a viscoelastic half-space produced by ramp-type heating of its surface, Comput Struct 43,951-957.
222. Mitra K, Kumar S, Vedavarz A, and Moallemi MA (1995), Experimental evidence of hyperbolic heat conduction in processed meat, ASME J Heat Transfer 117, 568-573.
223. Mukhopadhyay B and Bera RK (1989), Effect of distributed instantaneous and continuous heat sources in an infinite conducting magneto-thermo-viscoelastic solid with thermal relaxation, Comput Math Appl 18, 723-728.
224. Mukhopadhyay B, Bera R, and Debnath L (1991), On generalized thermoelastic disturbances in an elastic solid with a spherical cavity, J Appl Math Stochastic Anal 4, 225-240.
225. Muki R and Breuer S (1962), Coupling effects in transient thermoelastic problem, Osterr Ing Arch 16, 349-368.
226. Muller I and Ruggeri T (1993), Extended Thermodynamics, Springer Tracts in Natural Philosophy, Vol 37, Springer, New York.
227. Nandy S (1985), Forced thickness vibrations of a thermopiezoelectric layer of monoclinic symmetry, Czech J Phys B 35,494-501.
228. Nappa L (1998), Spatial decay estimate for the evolution equations of linear thermoelasticity without energy dissipation, J Thermal Stresses 21,581.
229. Naval IK and Russu IV (1995), A generalized coupled dynamical problem of thermo-elasticity for plane, cylindrical and spherical media (Russian), Izv Akad Nauk Respub Moldova Mat 91, 47-55.
230. Noda N, Furukawa T, and Ashida F (1989), Generalized thermoelasticity in an infinite solid with a hole, J Thermal Stresses 12 385-402.
231. Oncu TS and Moodie TB (1990), Boundary-initiated wave phenomena in thermoelastic materials, Quart Appl Math 48, 295-320.
232. Oncu TS and Moodie TB (1991), Pade’ extended ray series expansions in generalized thermoelasticity, J Thermal Stresses 14 85-99.
233. Oncu TS and Moodie TB (1992a), On the propagation of thermoelastic waves in temperature-rate-dependent materials, J Elast 29, 263-281.
234. Oncu TS and Moodie TB (1992b), On the constitutive relations for second sound in elastic solids, Arch Rat Mech Anal 121, 87-99.
235. Oncu TS and Moodie TB (1994), Asymptotic analysis of a nonlinear problem in thermoelasticity, Stud in Appl Math 93, 163-186.
236. Ozisik MN and Tzou DY (1994), On the wave theory in heat conduction, ASME J Heat Transfer 116 526-535.
237. Passarella F (1996), Some results in micropolar thermoelasticity, Mech Res Commun 23, 349-357.
238. Paul HS and Narasimhan R (1984), Rayleigh waves in magneto-thermoelastic rotating media with thermal relaxation, J Indian Inst Sci B 65, 245-253.
239. Puri P and Kythe PK (1995), Nonclassical thermal effects in Stokes’ second problem, Acta Mech, 112, 1-9.
240. Puri P and Kythe PK (1997), Discontinuities in velocity gradients and temperature in the Stokes’ first problem with nonclassical heat conduction, Quart Appl Math 55, 167-176.
241. Puri P and Kythe PK (1998), Stokes’ first and second problems for Rivilin-Ericksen fluids with nonclassical heat conduction, ASME J Heat Transfer 120, 44-50.
242. Qiu TQ and Tien CL (1993), Heat transfer mechanisms during short-pulse laser heating of metals, ASME J Heat Transfer 115, 835-841.
243. Qiu TQ and Tien CL (1994), Femtosecond laser heating of multilayered metals-I, Analysis, Int J Heat Mass Transfer 37, 2781-2797.
244. Qiu TQ, Juhasz T, Suarez C, Bron WE, and Tien CL (1994), Femtosecond laser heating of multilayered metals-II, Experiments, lnt J Heat Mass Transfer 37, 2799-2808.
245. Quintanilla R (1996), A spatial decay estimate for hyperbolic heat equation, SIAM J Math Anal 27 78-91.
246. Rama Murthy D and Sharma AVM (1991), A problem of thermal shock with thermal relaxation, Int J Math Math Sci 14, 587-594.
247. Roy Choudhuri S (1994), A note on axisymmetric thermoelastic interactions in an unbounded body with cylindrical cavity, Acta Mech 104, 9196.
248. Roy Choudhuri SK and Baneijee S (1996), Magneto-thermoelastic waves induced by a thermal shock in a finitely conducting elastic half-space, Int J Math Math Sci 19, 131-143.
249. Roy Choudhuri SK and Bhatta N (1983), On generalized spherically symmetric thermoelastic wave propagation, J Math Phys Sci 17, 551-565.
250. Roy Choudhuri SK and Chatteijee G (1989), Radially symmetric temperature-rate dependent thermoelastic wave propagation in an infinitely extended thin plate containing a circular hole, Int J Eng Sci 27, 251-259.
251. Roy Choudhuri SK and Chatteijee G (1990a), A coupled magneto-thermoelastic problem in a perfectly conducting elastic half-space with thermal relaxation, Int J Math Math Sci 13, 567-578.
252. Roy Choudhuri SK and Chatteijee G (1990b), Temperature-rate dependent magneto-thermoelastic waves in a finitely conducting elastic half-space, Computers Math Applic 19, 85-93.
253. Roy Choudhuri SK and Chatteijee G (1990c), Spherically symmetric thermoelastic waves in temperature-rate dependent medium with a spherical cavity, Computers Math Appl 20, 1-12.
254. Roznowski T (1986), Integral representation in generalized asymmetric thermoelasticity, J Tech Phys 27, 293-308.
255. Sahoo RK (1994), Propagation of thermal waves with lateral heat transfer, Cryogenics 34, 203-212.
256. Saxena HS, Dhaliwal RS, and Rokne JG (1991), Half-space problem in onedimensional generalized magneto-thermoelasticity, J Thermal Stresses 14,65-84.
257. Saxton, K (1996), Global existence and singularity formation in solutions of a modified Fourier law, Quart Appl Math 54, 697-707.
258. Saxton K, Saxton R, and Kosinski W (1998), On second sound at the critical temperature, Quart Appl Math (To appear).
259. Sharma JN (1986a), Transient generalized thermoelastic waves in a transversely isotropic half-space, Bull Polish Acad Sci Tech Sci 34, 631-646.
260. Sharma JN (1986b), On the low and high-frequency behavior of generalized thermoelastic waves, Arch Mech 38, 665-673.
261. Sharma JN (1987a), Some considerations on generalized thermoelasticity, Int J Eng Sci 25, 1387-1392.
262. Sharma JN (1987b), Transient generalized thermoelastic waves in transversely isotropic medium with a cylindrical hole, Int J Eng Sci 25, 463-471.
263. Sharma JN (1995), State space approach to generalized thermoelastic problems, Indian J Pure Appl Math 26, 1211-1223.
264. Sharma JN (1997a), An alternate state space approach to generalized thermoelasticity, J Thermal Stresses 20, 115-128.
265. Sharma JN (1997b), Temperature distribution in a generalized thermoelastic solid due to heat sources, Indian J Pure Appl Math 28, 1303-1316.
266. Sharma JN and Chand D (1988), Transient generalized magneto-thermo-elastic waves in a half-space, Int J Eng Sci 26,951-958.
267. Sharma JN and Chand D (1991), Distribution of temperature and stresses in an elastic plate resulting from a suddenly punched hole, J Thermal Stresses 14,455-464.
268. Sharma JN and Chand D (1992), On the axisymmetric and plane strain problems of generalized thermoelasticity, Int J Eng Sci 30, 223-230.
269. Sharma JN and Chand D (1993), Propagation of waves in rotating magneto-thermoelastic media, Arch Mech 45, 387-403.
270. Sharma JN and Chand D (1996), Vibrations in a transversely isotropic plate due to suddenly punched hole, Indian J Pure Appl Math 27, 217-226.
271. Sharma JN and Kumar V (1996), On the axisymmetric problem of generalized anisotropic thermoelasticity, J Thermal Stresses 19 781-794.
272. Sharma JN and Kumar V (1997), Plane strain problems of transversely isotropic thermoelastic media, J Thermal Stresses 20,463-476.
273. Sharma JN and Sharma RL (1996), On spherically symmetric generalized thermoelastic waves in a transversely isotropic medium, Indian J Pure Appl Math 27, 1151-1165.
274. Sharma JN and Sidhu RS (1986), On the propagation of plane harmonic waves in anisotropic generalized thermoelasticity, Int J Eng Sci 24, 1511-1516.
275. Sharma JN and Singh H (1987), Generalized thermoelastic waves in crystals, Proc Indian Nat Acad Sci, A 53, 84-90.
276. Sharma JN and Singh H (1989), Generalized thermoelastic waves in anisotropic media, J Acous Soc Am 85, 1407-1413.
277. Sharma JN and Singh H (1990), Propagation of generalized thermoelastic waves in cubical crystals, Arch Mech 42, 19-30.
278. Shashkov AG and Yanovsky SY (1994), Propagation of harmonic thermoelastic waves in general theory of heat conduction with finite wave speeds, J Thermal Stresses 17, 101-114.
279. Sherief HH (1986), Fundamental solutions of the generalized thermoelastic problem for short times, J Thermal Stresses 9, 151-164.
280. Sherief HH (1987), On uniqueness and stability in generalized thermoelasticity, Quart Appl Math 45,773-778.
281. Sherief HH (1992), Fundamental solution for thermoelasticity with two relaxation times, Int J Eng Sci 30, 861-870.
282. Sherief HH (1993a), State space formulation for generalized thermoelasticity with one relaxation time including heat sources, J Thermal Stresses 16, 163-180.
283. Sherief HH (1993b), State space approach to thermoelasticity with two relaxation times, Int J Eng Sci 31, 1177-1189.
284. Sherief HH (1994a), Problem in Electro-magneto-thermoelasticity for an infinitely long solid conducting circular cylinder with thermal relaxation, IntJ Eng Sci 32, 1137-1149.
285. Sherief HH (1994b), A thermo-mechanical shock problem for thermoelasticity with two relaxation times, Int J Eng Sci 32, 313-325.
286. Sherief HH and Anwar MN (1986a), Problem in generalized thermoelasticity, J Thermal Stresses 9, 165-181.
287. Sherief HH and Anwar MN (1986b), Two-dimensional problem of a moving heated punch in generalized thermoelasticity, J Thermal Stresses 9, 325-343.
288. Sherief HH and Anwar MN (1988), A problem in generalized thermoelasticity for an infinitely long annular cylinder, Int J Eng Sci 26, 301-306.
289. Sherief HH and Anwar MN (1989a), A problem in generalized thermoelasticity for an infinitely long annular cylinder composed of two different materials, Acta Mech 80, 137-149.
290. Sherief HH and Anwar, MN (1989b), A problem in generalized thermoelasticity for an infinitely long annular cylinder composed of two different materials, J Thermal Stresses 12, 529-543.
291. Sherief HH and Anwar MN (1992), Generalized thermoelasticity problem for a plate subjected to moving heat source on both sides, J Thermal Stresses 15,489-505.
292. Sherief HH and Anwar MN (1994a), Two-dimensional generalized thermoelasticity problem for an infinitely long cylinder, J Thermal Stresses 17,213-227.
293. Sherief HH and Anwar MN (1994b), State space approach to twodimensional generalized thermoelasticity problems, J Thermal Stresses 17, 567-590.
294. Sherief HH and Ezzat MA (1994), Solution of the generalized problem of thermoelasticity in the form of series of functions, J Thermal Stresses 17, 75-95.
295. Sherief HH and Ezzat MA (1996), A thermal-shock problem in Magneto-thermoelasticity with thermal relaxation, Int J Solids Struct 33, 4449-4459.
296. Sherief HH and Hamza FA (1994), Generalized thermoelastic problem of a thick plate under axisymmetric temperature distribution, J Thermal Stresses 17, 435-452.
297. Sherief HH and Hamza FA (1996), Generalized two-dimensional thermoelastic problems in spherical regions under axisymmetric distributions, J Thermal Stresses 19, 55-76.
298. Sherief HH and Saleh HA (1998), A problem for an infinite thermoelastic body with a spherical cavity, Int J Eng Sci 36,473-487.
299. Sinha SB and Elsibai KA (1996a), Thermal stresses for an infinite body with a spherical cavity with two relaxation times, J Thermal Stresses 19, 495-510.
300. Sinha SB and Elsibai KA (1996b), Reflection of thermoelastic waves at a solid half-space with two relaxation times, J Thermal Stresses 19, 749-762.
301. Sinha SB and Elsibai KA (1997), Reflection and refraction of thermoelastic waves at an interface of two semi-infinite media with two relaxation times, J Thermal Stresses 20, 129-146.
302. Sinha SB and Elsibai KA (1998), Effect of second relaxation time on the propagation of Stoneley waves, J Thermal Stresses 21,41.
303. Song M and Zhang Y (1997), Boundary integral equations and fundamental solutions of three-dimensional generalized thermoelasticity in Laplace transform domain, J Shangai Jiatong Univ 31, 36-40.
304. Soyucok A (1991), Free vibrations of a generalized thermoelastic sphere, J Thermal Stresses 14 173-192.
305. Tamma KK (1996), Overview of non-classical and classical thermal structural models and computational methods for analysis of engineering structures, in Thermal Stresses IV, Elsevier, Amsterdam, p 277.
306. Tamma KK and Namburu RR (1992), Effective FE modeling-analysis approach for dynamic thermoelasticity due to second sound effects, Corn-put Mech 9,73-84.
307. Tamma KK and Namburu RR (1997), Computational approaches with applications to non-classical and classical thermomechanical problems, Appl Mech Rev 50, 514-551.
308. Tan ZM and Yang WJ (1997), Heat transfer during asymmetrical collision of thermal waves in a thin film, Int J Heat Mass Transfer 40, 3999-4006.
309. Tang DW and Araki N (1996a), Non-Fourier heat conduction in a finite medium under periodic surface thermal disturbance, Int J Heat Mass Transfer 39, 1585-1590.
310. Tang DW and Araki N (1996b), Non-Fourier heat conduction in a finite medium under periodic surface thermal disturbance-II: Another form of solution, Int J Heat Mass Transfer 39, 3305-3308.
311. Tao DDJ (1989), A numerical technique for dynamic coupled thermoelasticity with relaxation times, J Thermal Stresses 12, 483-487.
312. Tiersten HF (1971), On the non-linear equations of thermo-electroelasticity, IntJ Eng Sci 9,587-604.
313. Turbe N (1989), Bloch expansion in generalized thermoelasticity, Int J Eng Sci 27, 55-62.
314. Tzou DY (1992), The thermal shock phenomena under high-rate response in solids, in: Annual Review of Heat Transfer, Hemi-Sphere, Washington DC, p 111-185.
315. Tzou DY (1993), An engineering assessment to the relaxation time in thermal wave propagation, Int J Heat Mass Transfer 36, 1845-1851.
316. Tzou DY (1995a), A unified approach for heat conduction from macro- to micro-scales, ASME J Heat Transfer 117,8-16.
317. Tzou DY (1995b), Experimental support for the lagging response in heat propagation, AI A A J Thermophysics 9, 686-693.
318. Tzou DY (1995c), The generalized lagging response in small-scale and high rate heating, Int J Heat Mass Transfer 38, 3231-3240.
319. Tzou DY (1996), Macro- to Micro-scale Heat Transfer: The Lagging Behavior, Taylor &Francis, Washington DC.
320. Tzou DY and Zhang YS (1995), An analytical study on the fast-transient process in small scales, Int J Eng Sci 33, 1449-1463.
321. Valenti A (1998), On a supplementary conservation law for heat propagation in a rigid dielectric immersed in an electromagnetic field, Int J Eng Sci 36 15-21.
322. Vedavarz A, Kumar S, and Moallemi MK (1994), Significance of nonFourier heat waves in conduction, ASME J Heat Transfer 116, 221-224.
323. Vedavarz A, Mitra K, and Kumar S (1994), Flyperbolic temperature profiles for laser surface interactions, J Appl Phys 76, 5014-5021.
324. Vedavarz A, Mitra K, Kumar S, and Moallemi MK (1992), Effect of hyperbolic heat conduction on temperature distribution in laser irradiated tissue with blood perfusion, Adv Biological Heat Mass Transfer, ASME HTD 231,7-16.
325. Wang J and Dhaliwal RS (1993a), Fundamental solutions of the generalized thermo-elastic equations, J Thermal Stresses 16, 135-161.
326. Wang J and Dhaliwal RS (1993b), Heat-flux dependent thermoelasticity in unbounded domains, J Elast 33, 295-310.
327. Wang J and Dhaliwal RS (1993c), Uniqueness in generalized thermoelasticity in unbounded domains, J Thermal Stresses 16, 1-9.
328. Wang J and Dhaliwal RS (1993d), Uniqueness in generalized non-local thermoelasticity, J Thermal Stresses 16, 71-77.
329. Wang J, Dhaliwal RS, and Majumdar SR (1997), Some theorems in the generalized theory of thermoelasticity for prestressed bodies, Indian J Pure Appl Math 28, 267-275.
330. Wegner JL and Haddow JB (1993), Linear thermoelasticity, second sound and the entropy inequality, Wave Motion 18, 67-77.
331. Wojnar R (1985a), Uniqueness of displacement-heat flux and stress-temperature problems in thermoelasticity with one relaxation time, J Thermal Stresses 8, 351-364.
332. Wojnar R (1985b), Uflyand-Mindlin’s plate equation in thermoelasticity with one relaxation time, Bull Polish Acad Sci Tech Sci 33, 325-349.
333. Wojnar R (1985c), Uniqueness of the displacement heat flux problem in thermoelasticity with two relaxation times, Bull Polish Acad Sci Tech Sci 33,217-227.
334. Wojnar R (1985d), Two-dimensional fields of thermoelasticity with relaxation times, Bull Polish Acad Sci Tech Sci 33, 307-323.
335. Wojnar R (1985e), Uflyand-Mindlin’s plate equations in thermoelasticity with relaxation times, J Tech Phys 26, 377-403.
336. Wojnar R (1986), Rayleigh-Lamb problem in an infinite thermoelastic plate with relaxation times, Proc XVII Yugoslav Congress of Theoretical and Appl Mech, 149-153.
337. Wojnar R (1988), Surface waves in thermoelasticity with relaxation times, Mech Teor Stos 26, 55-72.
338. Xu YS and Guo ZY (1995), Heat wave phenomena in IC chips, Int J Heat Mass Transfer 38, 2919-2922.