Environmental Engineering Reference
In-Depth Information
64. Brazhnikov A. V., Karpychev V. A. & Luikova A. V. 1975, One engineering method of
calculating heat conduction process. Inzhenerno Fizicheskij Zhurnal 28, 677-680.
65. Cai R. X. & Zhang N. 1998, Explicit analytical solutions of non-Fourier heat conduction
equation for IC chip. Chinese Science Bulletin 43 , 1080-1084.
66. Cai R. X., Zhang N. & He Y. M. 1999, One-dimensional algebraic explicit analytical solu-
tions of unsteady non-Fourier heat conduction in a sphere. Progress in Natural Science 9 ,
33-38.
67. Carey G. F. & Tsai M. 1982, Hyperbolic heat transfer with reflection. Numerical Heat Trans-
fer 5 , 309-327.
68. Carey V. P. 1999, Statistical Thermodynamics and Microscale Thermophysics . Cambridge
University Press, Cambridge.
69. Cattaneo C. 1958, A form of heat conduction equation which eliminates the paradox of in-
stantaneous propagation. Compute. Rendus 247 , 431-433.
70. Cengel Y. A. & Boles M. A. 2006, Thermodynamics : an engineering approach (5 th ed) .
McGraw-Hill, Boston.
71. Chan S. H., Low M. J. D. & Mueller W. K. 1971, Hyperbolic heat conduction in catalytic
supported crystallites. AICHE J. 17 , 1499-1501.
72. Chandrasekaraiah D. S. 1986, Thermoelasticity with second sound: a review. Appl. Mech.
Rev. 39 , 355-376.
73. Chandrasekharaiah D. S. 1998, Hyperbolic thermoelasticity: a review of recent literature,
Appl. Mech. Rev . 51 , 705-729.
74. Chen D., Ren H. S., Hua T. C. & Xu W. 1993, The hyperbolic heat-conduction equation for
vitrification of biospecimen in the ultra-rapid cooling process , Cryo-Letters 14 , 97-102.
75. Chen H. T. & Lin H. J. 1995, Study of transient coupled thermoelastic problems with
relaxation-times. Journal of Applied Mechanics-Transactions of the ASME 62 , 208-215.
76. Chen H. T. & Lin J. Y. 1993, Numerical analysis for hyperbolic heat conduction. Int. J. Heat
Mass Transfer 36 , 2891-2898.
77. Chen H. T. & Lin J. Y. 1994, Analysis of two-dimensional hyperbolic heat conduction prob-
lems. Int. J. Heat Mass Transfer 37 , 153-164.
78. Chen H. T. & Lin J. Y. 1994, Numerical-solution of 2-dimensional nonlinear hyperbolic
heat-conduction problems. Muberical Heat Transfer Part B-Fundamentals 25 , 287-307.
79. Chen H. T. & Lin J. Y. 1994, Study of hyperbolic heat-conduction with temperature-
dependent thermal-properties. Journal of Heat Transfer-Transactions of the ASME 116 , 750-
753.
80. Chen H. T. & Liu K. C. 2001, Numerical analysis of non-Fickian diffusion problems in
a potential field. Numerical Heat Transter Part B-Fundamentals 40 , 265-282.
81. Chen H. T. & Liu K. C. 2002, Study of hyperbolic heat conduction problem in the film
and substrate composite with the interface resistance. Japanese Journal of Applied Physics
Part1-Regular Papers Short Notes & Review Papers 41 , 6267-6275.
82. Chen H. T. & Liu K. C. 2003, Analysis of non-Fickian diffusion problems in a composite
medium. Computer Physics Communications 150 , 31-42.
83. Chen H. T. & Liu K. C. 2003, Effect of the potential field on non-Fickian diffusion problems
in a sphere. International Journal of Heat and Mass Transfer 46 , 2809-2818.
84. Chen H. T. & Liu K. C. 2003, Study of non-Fickian diffusion problems with the potential
field in the cylindrical coordinate system. International Journal for Numerical Methods in
Engineering 57 , 637-651.
85. Chen H. T., Song J. P. & Liu K. C. 2004, Study of hyperbolic heat conduction problem in
IC chip. Japanese Journal of Applied Physics Part1-Regular Papers Short Notes & Review
Papers 43 , 4404-4410.
86. Chen J. K., Beraun J. E. & Tzou D. Y. 1999, A dual-phase-lag diffusion model for interfacial
layer growth in metal matrix composites. Journal Of Materials Science 34 , 6183-6187.
87. Chen J. K., Beraun J. E. & Tzou D. Y. 2000, A dual-phase-lag diffusion model for predicting
thin film growth. Semicoductor Science and Technology 15 , 235-241.
Search WWH ::




Custom Search