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88. Chen J. K., Beraun J. E. & Tzou D. Y. 2001, A dual-phase-lag diffusion model for predicting
intermetallic compound layer growth in solder joint.
Journal of Electronic Packaging
123
,
52-57.
89. Chen P. J. 1969, On the growth and decay of temperature-rate waves of arbitrary form.
Zeitschrift für Angewandte Mathematik under Physik
20
, 448-453.
90. Cheng K. C. 1989, Historical development of convective heat transfer from Newton to Eckert
(1700-1960).
Transport Phenomena in Thermal Control
(ed. by G. J. Hwang), 3-35, Hemi-
sphere, New York.
91. Cherukuri H. P. & Shawki T. G. 1997, On shear band nucleation and finite propagation speed
of thermal disturbances.
International Journal of Solids and structures
34
, 435-450.
92. Chester M. 1963, Second sound in solids.
Physical Review
131
, 2013-2015.
93. Chester M. 1966, High frequency thermometry.
Physical Review
145
, 76-80.
94. Cho C. J. & Juhng W. N. 2000, Non-Fourier heat conduction in a slab subjected to periodic
surface heating.
Journal of the Korean Physical Society
36
, 209-214.
95. Choo K.K. 2005, Microscale heat conduction in homogeneous anisotropic media: a dual-
reciprocity boundary element method and polynomial time interpolation approach.
Engi-
neering Analysis with Boundary Element
29
, 1143-1152.
96. Chu H. S., Lin S. P. & Lin C. H. 2002, Non-Fourier heat conduction with radiation in an ab-
sorbing, emitting, and isotropically scattering medium.
Journal of Quantitative Spectroscopy
& Radiative Transfer
73
, 571-582.
97. Choi S. U. S., Zhang Z. G. & Keblinski P. 2004, Nanofluids. in
Encyclopedia of Nanoscience
and Nanotechnology
(edited by H. S. Nalwa, American Scientific Publishers, New York,
2004)
6
, 757-773.
98. Choi S. U. S., Zhang Z. G., Yu W., Lockwood F. E., & Grulke E. A. 2001, Anomalous thermal
conductivity enhancement in nanotube suspensions.
Appl. Phys. Lett.
79
, 2252 -2254.
99. Cimelli V. A. 1998, Thermodynamics of anisotropic solids near absolute zero.
Mathematical
and Computer Modelling
28
, 79-89.
100. Cimelli V. A. & Frischmuth K. 1996, Determination of material functions through second
sound measurements in a hyperbolic heat conduction theory.
Mathematical and Computer
Modelling
24
, 19-28.
101. Cimelli V. A. & Frischmuth K. 2005, Nonlinear effects in thermal wave propagation near
zero absolute temperature.
Physica B-Condensed Matter
355
,147-157.
102. Cossali G. E. 2004, Periodic conduction in materials with non-Fourier behaviour.
Interna-
tional Journal Thermal Sciences
43
, 347-357.
103. Criadosancho M. & Llebot J. E. 1993, Behavior of entropy in hyperbolic heat-conduction.
Physical Review E
47
, 4104-4107.
104. Dai W. Z. & Li G. 2006, A finite difference scheme for solving parabolic two-step micro-
heat transport equations in a double-layered micro-sphere heated by ultrashort-pulsed lasers.
Numerical Methods for Partial Differential Equations
22
, 1396-1417.
105. Dai W. Z. & Nassar R. 1999, A finite difference scheme for solving the heat transport equa-
tion at the microscale.
Numer. Methods Partial Differential Equations
15
, 697-708.
106. Dai W. Z. & Nassar R. 2002, An approximate analytical method for solving 1D dual-phase-
lagging heat transfer equations.
International Journal of Heat and Mass Transfer
45
, 1585-
1593.
107. Dai W. Z., Shen L. X. & Nassar R. 2004, A convergent three-level finite difference scheme
for solving a dual-phase-lagging heat transport equation in spherical coordinates.
Numerical
Methods for Partial Differential Equations
20
, 60-71.
108. Dai W. Z., Shen L. X. & Zhu T. 2004, A stable and convergent three-level finite difference
scheme for solving a dual-phase-lagging heat transport equation in spherical coordinates.
International Journal of Heat and Mass Transfer
47
, 1917-1825.
109. Dai W. Z., Shen L. X. & Zhu T. 2004, A stable three-level finite-difference scheme for solv-
ing a three-dimensional dual-phase-lagging heat transport equation in spherical coordinates.
Numerical Transfer Part B-Fundamentals
46
, 121-139.
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