Environmental Engineering Reference
In-Depth Information
226. Li J., Cheng P., Peterson G.. P. & Xu J. Z. 2005, Rapid transient heat conduction in multilayer
materials with pulsed heating boundary, Numerical Eat Transfer Part A-Applications 47 ,
633-652.
227. Li J. D., Gu Y. Q. & Guo Z. Y. 1998, Analysis of the phenomena of non-Fourier heat con-
duction in switch-Q laser processing for reducing the core loss of grain-oriented silicon steel.
Journal of Materials Processing Technology 74 , 292-297.
228. Liao S. 1997, General boundary element method for non-linear heat transfer problems gov-
erned by hyperbolic heat conduction equation. Computational Mechanics 20 , 397-406.
229. Lin C. K., Hwang C. C. & Chang Y. P. 1997, The unsteady solutions of a unified heat con-
duction equation. Int. J. Heat Mass Transfer 40 , 1716-1719.
230. Lin J. F., Chung J. C., Chen J. W. & Liu T. C. 2005, Thermal analysis of the transient temper-
atures arising at the contact spots of two sliding surfaces. Journal of Tribology-Transactions
of the ASME 127 , 694-704.
231. Lin J. Y. 1998, The non-Fourier effect on the fin performance under periodic thermal condi-
tions. Applied Mathematical Modelling 22 , 629-640.
232. Lin J. Y. &Chen H. W. 1994, Numerical-solution of hyperbolic heat conduction in cylindrical
and spherical systems. Applied Mathematical Modelling 18 , 384-390.
233. Lindsay K. A. & Stranghan B. 1976, Temperature waves in a rigid heat conductor. J. Applied
Mathematics and Physics 27 , 653-662.
234. Lindsay K. A. & Stranghan B. 1978, Acceleration waves and second sound in a perfect fluid.
Archive for Rational Mechanics and Analysis 68 , 53-87.
235. Liu A. P., Xu D.Y., Li Y. N. & Liu T. 2005, Oscillation of nonlinear delay hyperbolic equa-
tion with application to hyperbolic heat conduction. Dynamics of Continuous Discrete and
Impulsive Systems-Series B-Applications & Algorithms 2 , 568-573.
236. Liu J., Zhang X. X., Wang C. C., Lu W. Q. & Ren Z. P. 1997, Generalized time delay bioheat
equation and preliminary analysis on its wave nature. Chinese Science Bulletin 42 , 289-292.
237. Liu K. C. 2005, Analysis of dual-phase-lag thermal behavior in layered films with
temperature-dependent interface thermal resistance. Journal of Physics D-Applied Physics
38 , 3722-3732.
238. Liu K. C. & Chang P. C. 2007, Analysis of dual-phase-lag heat conduction in cylindrical
system with a hybrid method. Applied Mathematical Modelling 31 , 369-380.
239. Liu K. C. & Cheng P. J. 2006, Numerical analysis for dual-phase-lag heat conduction in
layered films. Numerical Heat Transfer Part A-Applications 49 , 589-606.
240. Liu K. C. & Chen H. T. 2004, Numerical analysis for the hyperbolic heat conduction problem
under a pulsed surface disturbance, Applied Mathematics and Computation 159 , 887-901.
241. Liu K. C., Lin C. N. & Wang J. S. 2005, Numerical solutions for the hyperbolic heat conduc-
tion problems in a layered solid cylinder with radiation surface. Applied Mathematics and
Computation 164 , 805-820.
242. Liu L. H. & Tan H. P. 2001, Non-Fourier effects on transient coupled radiative conductive
heat transfer in one -dimensional semitransparent medium subjected to a periodic irradiation.
Journal of Quantitative Spectroscopy & Radiative Transfer 71 , 11-24.
243. Liu L. H., Tan H. P. & Tong T. W. 2001, Non-Fourier effects on transient temperature re-
sponse in semitransparent medium caused by laser pulse. International Journal of Heat and
Mass Transfer 44 , 3335-3344.
244. Lor W. B. & Chu H. S. 1999, Hyperbolic heat conduction in thin film high T-C superconduc-
tors with interface thermal resistance. Cryogenics 39 , 739-750.
245. Lor W. B. & Chu H. S. 1999, Propagation of thermal waves in a composite medium with in-
terface thermal boundary resistance. Numerical Heat Transfer Part A-Applications 36 , 681-
697.
246. Lor W. B. & Chu H. S. 2000, Effects of interface thermal resistance on heat transfer in
a composite medium using the thermal wave model. International Journal of Heat and Mass
Transfer 43 , 653-663.
247. Lu W. Q., Liu J. & Zeng Y. T. 1998, Simulation of the thermal wave propagation in bio-
logical tissues by the dual reciprocity boundary element method. Engineering Analysis with
Boundary Elements 22 , 167-174.
Search WWH ::




Custom Search