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205. Khadrawl A. F., Al-Nimr M. A. & Hammad M. 2002, Thermal behavior of perfect and im-
perfect contact composite slabs under the effect of the hyperbolic heat conduction model.
International Journal of Thermophysics
23
, 581-598.
206. Khadrawl A. F., Al-Nimr M. A. & Tahat M. 2004, Dual-phase-lag heat conduction model in
thin slab under the effect of a moving heating source.
International Communication in Heat
and Mass Transfer
31
, 1015-1026.
207. Khadrawl A. F., Othman A. & Al-Nimr M. A. 2005, Transient free convection fluid flow in
a vertical micro channel as described by the hyperbolic heat conduction model.
International
Journal of Thermophysics
26
, 905-918.
208. Kim W. S. & Hector L. G.. 1991, The influence of temporal pulse profile on hyperbolic heat-
conduction in materials subjected to repetitively pulsed laser-radiation.
Mechanics Ressarch
Communications
18
, 419-428.
209. Kim W. S., Hector L. G. & Özisik M. N. 1990, Hyperbolic heat conduction due to axisym-
metric continuous or pulsed surface heat source.
J. of Applied Physics
68
, 5478-5485.
210. Kim W. S. & Lee K. S. 1995, 2-dimensional hyperbolic heat-conduction in an orthotropic
medium.
KSME Journal
9
, 156-166.
211. Kiwan S., Al-Nimr M. & Al-Sharo'a M. 2000, Trial solution methods to solve the hyperbolic
heat conduction equation.
International Communication in Heat and Mass Transfer
27
, 865-
876.
212. Koay A. L., Pulko S. H. & Wilkinson A. J. 2003, Reverse time TLM modeling of thermal
problems described by the hyperbolic heat conduction equation.
Numerical Heat Transfer
Part B-Fundamentals
44
, 347-363.
213. Kolpashc V. L. & Baranov A. A. 1972, To geometrized theory of hyperbolic heat-conduction
equation.
International Journal of Heat and Mass Transfer
15
, 1283-&.
214. Korner C. & Bergmann H. W. 1998, The physical defects of the hyperbolic heat conduction
equation.
Applied Physic A Materials Science & Processing
67
, 397-401.
215. Kozlowski M. & Marciak-Kozlowska J. 1999, Slowing and dephasing of the thermal wave
induced by femtosecond laser pulses,
Lasers in Engineering
9
, 215-220.
216. Kronberg A. E., Benneker A. H. & Westerterp K. R. 1998, Notes on wave theory in heat
conduction: a new boundary condition.
Int. J. Heat Mass Transfer
41
, 127-137.
217. Kulish V. V. & Novozhilov V. B. 2004, The relationship between the local temperature and
the local heat flux within a one-dimensional semi-infinite domain for the dual-lag model of
heat conduction.
Microscale Thermophysical Engineering
8
, 7-13.
218. Kumar D. H., Patel H. E., Kumar V. R. R., Sundarajan T., Pradeep T. & Das S. K. 2004,
Model for heat conduction in nanofluids.
Phys.Rev.Lett.
93
, 144301.
219. Lakusta K. V. & Timofeev Y. A. 1980, Estimating the range of the applicability of hyperbolic
thermal conductivity equation.
Inzhenerno Fizicheskij Zhurnal
37
, 366-370.
220. Lam T. T. & Yeung F. K. 2002, A numerical scheme for non-Fourier heat conduction:
two-dimensional problem formulation and verification.
Numerical Heat Transfer Part B-
Fundamentals
41
, 543-564.
221. Laxmanan V. 1998, Comments on the maximum velocity principle for dendritic growth from
a supercooled melt.
Materials Science and Engineering A-Structural Materials Properties
Microstructure and Processing
242
, 299-303.
222. Leslie D. J. & Scott N. H. 2000, Wave stability for incompressibility at uniform temperature
or entropy in generalized isotropic thermoelasticity.
Quarterly Journal of Mechanics and
Applied Mathematics
53
, 1-25.
223. Letcher J. S. 1969 An improved theory for heat conduction in thin layers.
J. Heat Transfer
91
,
585-587.
224. Lewandowska M. 2001, Hyperbolic heat conduction in the semi-infinite body with a time-
dependent laser heat source.
Heat and Mass Transfer
37
, 333-342.
225. Lewandowska M. & Malinowski L. 1998, Hyperbolic heat conduction in the semi-infinite
body with the heat source which capacity linearly depends on temperature.
Heat and Mass
Transfer
33
, 389-393.
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