References - Heat Conduction: Mathematical Models and Analytical Solutions - page 505

393. Wang L. Q. 2000a, Solution structure of hyperbolic heat-conduction equation. International
Journal of Heat and Mass Transfer 43 , 365-373.
394. Wang L. Q. 2000b, Flows through porous media: a theoretical development at macroscale.
Transport in Porous Media 39 , 1-24.
395. Wang L. Q. 2001, Further contributions on the generalized Fourier law. International
Journal of Transport Phenomena 2 , 299-305.
396. Wang L. Q. & Wei X. H. 2007a, Equivalence between dual-phase-lagging and two-phase-
system heat conduction processes. International Journal of Heat and Mass Transfer (in
Press).
397. Wang L. Q. & Wei X. H. 2007b, Heat conduction in nanofluids. Chaos, Solitons & Fractals
(in press).
398. Wang L. Q. & Xu M. T. 2002, Well-posedness of dual-phase-lagging heat conduction equa-
tion: higher dimensions. International Journal of Heat and Mass Transfer 45 , 1165-1171.
399. Wang L. Q., Xu M. T. & Wei X. H. 2007a, Dual-phase-lagging and porous-medium heat
conductions, in: Emerging Topics in Heat and Mass Transfer in Porous Media - from
Bioengineering and Microelectronics to Nanotechnology (ed. P. Vadasz), Springer, Berlin.
400. Wang L. Q., Xu M. T. & Wei X. H. 2007b, Multiscale theorems. Advances in Chemical
Engineering 34 (in press).
401. Wang L. Q., Xu M. T. & Zhou X. S. 2001, Well-posedness and solution structure of
dual-phase- lagging heat conduction. International Journal of Heat and Mass Transfer 44 ,
1659-1669.
402. Wang L. Q. & Zhou X. S. 2000, Dual-phase-lagging Heat-Conduction Equations . Shandong
University Press, Jinan (in Chinese).
403. Wang L. Q. & Zhou X. S. 2001, Dual-phase-lagging Heat-Conduction Equations: Problems
and Solutions . Shandong University Press, Jinan (in Chinese).
404. Wang X. Q. & Mujumdar A. S. 2007, Heat transfer characteristics of nanofluids: a review.
International Journal of Thermal Sciences 46 , 1-19.
405. Warrier G. R. & Witte L. C. 1999, On the application of the hyperbolic heat equation
in transient heat flux estimation during flow film boiling. Numerical Heat Transfer Part
A-Applications 35 , 343-359.
406. Whitaker S. 1999, The Method of Volume Averaging . Kluwer Academic, Dordrecht.
407. Wiggert D. C. 1977, Analysis of early-time transient heat conduction by method of
characteristics. J. Heat Transfer 99 , 35-40.
408. Wilhelm H. E. & Choi S. H. 1975, Nonlinear hyperbolic theory of thermal waves in metals.
J. Chemical Physics 63 , 2119-2123.
409. Wu J. P. & Chu H. S. 1999, Propagation and reflection of thermal waves in a rectangular
plate. Numerical Heat Transfer Part A-Applications 36 , 51-74.
410. Wu J. P., Shu Y. P. & Chu H. S. 1998, Transient heat-transfer phenomenon of two-
dimensional hyperbolic heat conduction problem. Numerical Heat Transfer Part A-
Applications 33 , 635-652.
411. Xu B. & Li B. Q. 2003, Finite element solution of non-Fourier thermal wave problems.
Numerical Heat Transfer Part-B Fundamentals 44 , 45-60.
412. Xu J. & Wang X. W. 2004, Simulation of ballistic and non-Fourier thermal transport in
ultra-fast laser heating. Physica B-Condensed Matter 351 , 213-226.
413. Xu M. T. & Wang L. Q. 2002, Thermal oscillation and resonance in dual-phase-lagging heat
conduction. International Journal of Heat and Mass Transfer 45 , 1055-1061.
414. Xu M. T. & Wang L. Q. 2005, Dual-phase-lagging heat conduction based on Boltzmann
transport equation. International Journal of Heat and Mass Transfer 48 , 5616-5624.
415. Yang C. Y. 2005, Direct and inverse solutions of hyperbolic heat conduction problems.
Journal of Thermophysics and Heat Transfer 19 , 217-225.
416. Yang H. Q. 1990, Characteristics-based, high-order accurate and nonoscillatory numerical
method for hyperbolic heat conduction. Numerical Heat Transfer B 18 , 221-241.
417. Yang H. Q. 1992, Solution of two-dimensional hyperbolic heat conduction by highresolution
numerical methods. Numerical Heat Transfer A 21 , 333-349.