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321. Sanderson T., Ume C. & Jarzynski J. 1997, Laser generated ultrasound: A thermoelastic
analysis of the source. Ultrasonics 35 , 115-124.
322. Serdyukov S. I. 2001, A new version of extended irreversible thermodynamics and
dual-phase-lag model in heat transfer. Physics Letters A 281 , 16-20.
323. Serdyukov S. I., Voskresenskii N. M., Belnov V. K. & Karpov I. I. 2003, Extended
irreversible thermodynamics and generalization of the dual-phase-lag model in heat transfer.
Journal of Non-Equilibrium Thermodynamics 28 , 207-219.
324. Sharma K. R. 2003, Temperature solution in semi-infinite medium under CWT using
Cattaneo and Vernotte equation for non-Fourier heat conduction. Abstracts of papers of the
American Chemical Society 225 , U832-U832.
325. Shen W. & Han S. 2002, An explicit TVD scheme for hyperbolic heat conduction in complex
geometry. Numerical Heat Transfer Part B-Fundamentals 41 , 565-590.
326. Shen W. & Han S. 2002, Numerical solution of two-dimensional axisymmetric hyperbolic
heat conduction. Computational Mechanics 29 , 122-128.
327. Shen W. & Han S. 2003, A numerical solution of two-dimensional hyperbolic heat
conduction with non-linear boundary conditions. Heat and Mass Transfer 39 , 499-507.
328. Shen W. & Han S. 2004, Two-dimensional hyperbolic heat conduction with temperature-
dependent properties. Journal of Thermophysics and Heat Transfer 18 , 285-287.
329. Shih T. C., Kou H. S., Liauh C. T. & Lin W. L. 2005, The impact of thermal wave charac-
teristics on thermal dose distribution during thermal therapy; A numerical study. Medical
Physics 32 , 3029-3036.
330. Sieniutycz S. 1977, The variational principle of classical type for non-coupled nonstationary
irreversible transport processes with convective motion and relaxation. Int. J. Heat Mass
Transfer 20 , 1221- 1231.
331. Šilhavý M. 1985, The existence of the flux vector and the divergence theorem for general
Cauchy fluxes Arch. Rational Mech. Anal. 90 , 195-212.
332. Sinkevich O. A. & Semenov A. M. 2003, Solution of the Boltzmann equation by expanding
the distribution function with several time and coordinate scales in the Enskog series in
Knudsen parameter. Technical Physics 48 , 1221-1225.
333. Sobolev S. L. 1991, transfer process and travling waves in local-nonequilibrium systems.
uspekhi fizicheskikh nauk 161 , 5-29
334. Sobolev S. L. 1996, The local-nonequilibrium temperature field around the melting and
crystallization front induced by picosecond pulsed laser irradiation. International Journal of
Thermophysics 17 , 1089-1097
335. Srinivasan S., Miller R. S. & Marotta E. 2004, Parallel computation of Boitzmann transport
equation for microscale heat transfer multilayered thin films. Numerical Heat Transfer Part
B-Fundamentals 46 , 31-58.
336. Strauss M. T. & Pober R. L. 2006, Nanotubes in liquids: effective thermal conductivity. J.
Appl. Phys. 100 , 084328.
337. Su S., Dai W., Jordan P. M. & Mickens R. E. 2005, Comparison of the solutions of
a phase-lagging heat transport equation and damped wave equation. Interational Journal of
Heat and Mass Transfer 48 , 2233-2241.
338. Taitel Y. 1972, On the parabolic, hyperbolic and discrete formulation of the heat conduction
equation. Int. J. Heat Mass Transfer 15 , 369-371.
339. Tamma K. K. & Dcosta J. F. 1991, Transient modeling analysis of hyperbolic heat- conduc-
tion problems employing mixed implicit-explicit alpha method. Numerical Heat Transfer
Part B-Fundamentals 19 , 49-68.
340. Tamma K. K. & Raikar S. B. 1989, Specially tailored transfinite-element formation for hyper-
bolic heat conduction involving non-Fourier effects. Numerical Heat Transfer B 15 , 211-226.
341. Tamma K. K. & Zhou X. M. 1998, Macroscale and microscale thermal transport and ther-
momechanical interactions: some noteworthy perspectives. Journal of Thermal Stresses 21 ,
405-409.
342. Tan Z. M. & Yang W. J. 1997, Heat transfer during asymmetrical collision of thermal waves
in a thin film. International Journal of Heat and Mass Transfer 40 , 3999-4006.
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