Non-Fourier Effect on Heat Conduction During Welding




Скачать 19.65 Kb.
НазваниеNon-Fourier Effect on Heat Conduction During Welding
Дата конвертации14.02.2013
Размер19.65 Kb.
ТипДокументы

References






[1]- Yang, H.Q., “Non-Fourier Effect on Heat Conduction During Welding”, Int.J.Heat Mass Transfer, Vol. 34, No.11, pp.2921-2924,1991.


[2]- Herwing, H., and Beckert, k., “Fourier Versus Non-Fourier Heat Conduction in Materials With a Nonhomogenous Inner Structure”, J.Heat Transfer,122,pp.363-365,2000.


[3]- Glass, D.E.,Ozisik, M.N., and McRae, D.S., “On the Numerical Solution of Hyperbolic Heat Conduction”, Numerical Heat Transfer,8,pp.497-504,1985.


[4]- Antaki, P.J., “Solution for Non-Fourier Dual Phase Lag Heat Conduction in a Semi-Infinite Slab With Surface Heat Flux”, Int.J.Heat Mass Transfer,41(14),pp.2253-2258,1998.


[5]- Vedavarz, A., Kumar, s., and Moallemi, M.K., “Significance of Non-Fourier Heat Waves in Conduction”, J.Heat Transfer,116,pp.116-224,1994.


[6]- Tang, D.W., and Araki, N., “Non-Fourier Heat Conduction in a Finite Medium Under Periodic Surface Thermal Disturbance”, Int.J.Heat Mass Transfer,39(8),pp.1585-1590,1996.


[7]- Qiu, T.Q., and Tien, C.L., “Heat Transfer Mechanisms During Short-pulse Laser Heating of Metals”, J.Heat Transfer, 115,pp.835-841,1993.


[8]- Tzou, D.Y.,“An Engineering Assessment to the Relaxation Time in Thermal Wave Propagation”, Int.J.Heat Mass Transfer, 36(7),pp.1845-1851,1993


[9]- Cattaneo, C., “A Form of Heat Conduction Equation Which Eliminates the Paradox of Instantaneous Propagation”, C.R. Acad. Sci. Paris,247,pp.431-433,1958.


[10]- Vernotte, P., “Les Paradoxes de la Theorie Continue de l’Equation de la Chaleur”, C.R. Acad. Sci. Paris,246,pp.3145-3155,1958.


[11]- Ozisik, M.N., and Tzou, D.Y., “On the Wave Theory in Heat Conduction”, Int.J Heat Mass Transfer,116,pp.526-535,1994


[12]- De Groot, S. R., Mazur P., “Non Equilibrium Thermodynamics”, North-Holland, Amsterdam, 1962 .


[13]- Prigogine, I., “Introduction to Thermodynamics of Irreversible processes”, 3 rd ed. Wiley-Interscience, New-York, 1968.


[14]- Hutter, K., “The Foundations of Thermodynamics”, Actam. Mech., pp.451-500, 1977.


[15]- De Groot, S. R., Mazur P., “Non Equilibrium Thermodynamics”, North-Holland, Amsterdam, 1984 .


[16]- Lebon, G., "From Classical Irreversible Thermodynamics to Extended Thermodynamics", Acta Physica Hungarica 66 (1-4), pp. 241-249, 1989.

[17]- Jou, D., Casas-Vazquez, J., Lebon,G. “Extended Irreversible Thermodynamics”, Springer, Berlin,1993.


[18]- Nettleton, R. E., and Sobolev, S. L., “Application of Extended Thermodynamics to Chemical, Rheological and Transport Processes: A Special Survey Part III. Wave Phenomena”, Journal of Non-Equilibrium Thermodynamics, Vol.21, No.1, PP.1-16, 1996.


[19]- Truesdell, C., “Rational Thermodynamics”, MeGrew-Hill Book, New-York,1969.


[20]- Liu, I. S., “Method of Lagrange Multipliers for Exploitation of Entropy Principle”, Arch-Ration, pp. 46-131, 1972.


[21]- Bataille, J., Jr., and Kestin, J., “Irreversible Processes and Physical Interpretation of Rational Thermodynamics”, J. Non-Equilibrium. Thermodynamics, 4,58-229,1979.


[22]- Lebon, G., Jou, D. and Casas-Vazquez, J., “Question and Answers about a Thermodynamic Theory of the Third Type”, Contemporary Physics, Vol. 33, No.1, pp. 41-51, 1992.


[23]- Jou, D., Casas-Vazquez, J. and Lebon, G., “Extended Irreversible Thermodynamics”, Springer, Berlin, 1996.


[24]- Jou, D., Casas-Vazquez, J. and Lebon, G., “Recent Development in Non-Equilibrium Thermodynamics”, Springer, Berlin, 1984.

[25]- Garcia-Colin, L. S., de la Selva, S.M., “Extended Irreversible Thermodynamics”, J. Non-Equilibrium Thermodynamic, Vol. 8, 1985.


[26]- Hussein, A.K., “Thermodynamics Analysis of Non-Equilibrium Conduction Heat Transfer”, M. Sc. Thesis Mech. Engineering, Babylon, Iraq, 1999.


[27]- Fort, J., Casas-Vazquez, J. and Mendes, V., “Extended Irreversible Thermodynamics of Chemical Reacting ”, J. Phys. Chem., B1999, 103, 860-867.


[28]- Bhalkar, A.A., “Extended Irreversible Thermodynamics and the Quality of Temperature and Pressure”, Journal of Physics, Vol. 53, No. 2, pp. 331-339, 1999.


[29]- Bourhaleb, A., Salhoumi, A., Boughaleb, Y., and Fliyou, M., “Ballistic Heat Transport in Semi Conductors within the Extended Irreversible Thermodynamic Theory ”, M.J. Condensed Matter, Vol. 3, No. 1, July 2000.


[30]- Vavruch, I., “Conceptual Problems of Modern Irreversible Thermodynamics”, Chem. Listy 96, pp. 271-275, 2002.


[31]- Sieniutycz, S., Berry, R.S., “Variational Theory for Thermodynamics of Thermal Waves”, Physical Review E, Vol. 65, April 2002.


[32]- Lebon, G., Gremla, and Lhuilier “A Comparative Study of the Coupling of Flow with Non-Fickian Thermo Diffusion”, J. Non-Equilibrium Thermodynamics., Vol. 28, pp. 1-22, 2003.


[33]- Jou, D., and Casas-Vazquez, J., “Temperature in Non-Equilibrium States: A Review of Open Problems and Current Proposals”, Rep. Prog. pp. 1973-2023, 2003.


[34]- Morse, P.M., and Feshbach, H. “Methods of Theoretical Physics”, Part I, Mc Graw-Hill Book Company, New York, pp. 865-869, 1953.


[35]- Maurer, M. J., Thompson, H.A., “Non-Fourier Effects at High Heat Flux”, ASME J. of Heat Transfer, Vol. 95, pp. 284-286, 1973.


[36]- Sadd, M. H., and Didlake, S. E., “Non-Fourier Melting of a Semi-Infiniti Solid”, ASME J. of Heat Transfer , Vol. 99, pp. 25-28, 1977.


[37]- Wiggert, D. C., “Analysis of Early-Time Transient Heat Conduction by Method of Characteristic ”, ASME Journal of Heat Transfer, Vol. 99, 1977.

[38]- Glass, D. E., Özişik, M. N., “Non-Fourier Effect on Transient Temperature Resulting from Periodic on-off Heat Flux,” Int. J. Heat Mass Transfer, Vol.30, No.8, pp. 1623-1631, 1987.

[39]- Cheng, K. J., “Wave Characteristic of Heat Conduction Using a Discrete Microscopic Model”, ASME J. Heat Transfer, Vol. 111, No.2 pp. 225-231, 1989.


[40]- Qiu, T. Q., and Tiene, L., “Short Pulse Laser Heating on Metals”, ASME J. Heat Transfer, Vol. 116, pp. 526-536, 1993.


[41]- Joshi, A. A., and Majumdar, J., “Analysis of Extended Surface”, J. Appl. Phys. , 74, 31, 1993.


[42]- Cheng, H. T., Liu, J. Y., “Numerical Analysis for Hyperbolic Heat Conduction Equation”, International J. of Heat and Mass Transfer, Vol. 36, No.11, pp. 2891-2898, 1993.


[43]- Liu, J.Y., Tan, H.P., “Non-Fourier Effects on Transient Coupled Radiative-Conductive Heat Transfer in one-Dimensional Semi Transport Medium Subjected to a Periodic Irradiation”, Journal of Quantitative Spectroscopy and Radiative Transfer, Vol.71, pp. 11-24, , 2001.


[44]- Lu, Y., Zhang, S. , and Zhou, Q., “Depth Profile Reconstruction of Thermal Relaxation Time", Analytical Science, Vol. 17, 2001.


[45]- Cheng, K. J., “Ballistic-Diffusive Equation for Transient Heat Conduction from Nano to Micro Scales”, Transactions of the ASME, Vol. 124, April 2002.


[46]- Deng, Z.S., and Liu, J., “Non-Fourier Heat Conduction Effect on Prediction of Temperature Transient and Thermal Stress in Skin Cryopreservation”, Journal of Thermal Stresses, Vol.26, pp. 779798, 2003.


[47]- Kozlowski, M., “Against the Possibility of the Observation of the Free Quarks in the Melting of Nucleons”, Physics Department , Warsaw, 2003.


[48]- Kundian, I., “Numerical Investigation of Thermal Transport Mechanisms During Ultra-Fast Laser Heating of Nano-Films Using 3-D Dual Phase Lag (DPL) Model”, Mech. Eng., Kentucky, July 2004.


[49]- Haiquan, N. M., Yanhue, A. B., and Haiyan, M. A., “Non-Fourier Heat Conduction Effects During High-Energy Beam Metal Working”, Tsinghue Science and Technology ISSN, Vol. 9, No.5, pp. 596-600, 2004.


[50]- Gembarovic, J., “Non-Fourier Heat Conduction Modeling in a Finite Medium”, Mech. Eng. USA, 2004.


[51]- Szekers, A., “The Second Sound Phenomena: Pro and Contra”, Periodica Polytchnica Ser.Mech, Vol.48, No.1pp. 83-87, 2004.


[52]- Pakdemirli, M., and Sahin, A.Z., “Approximate Symmetries of Hyperbolic Heat Conduction Equation with Temperature Dependent Thermal Properties”, Mathematical and Computational Applications, Vol. 10, No.1, pp. 139-145, 2005.


[53]- Shiomi, J., and Maruyama, S., “Non-Fourier Heat Conduction of Single-Walled Carbon Nano Tubes”, Thermal Science and Engineering, 2005.


[54]- Ai, X., and Li, B. Q., “Numerical Simulation of Thermal Wave Propagation During Laser Processing of Thin Films”, Journal of Electronic Materials, Vol. 34, No. 5, 2005.


[55]- Ishikawa, M, “On the Temperature Control for Stochastic Hyperbolic Heat Systems with Free Boundaries”, Faculty of Eng., Japan, 2005.


[56]- Banerjee, A., Ogale, A., Das, C., Mitra, K., Subrmanin, C., “Temperature Distribution in Different Material Due to Short Pulse Laser Irradiation”, Heat Transfer Engineering, Vol.26, No.8, pp. 41-49, 2005.


[57]- Mirzaei, M., Nayeenyan, S.M., and Makaremi, M., “Analysis of Non-Fourier Heat Conduction Using Hybrid Numerical Scheme”, Mech. Eng., Tehran, 2005.

[58]- Volz, S., and Carminat, R., “Thermal Response of Silicon Crystal to Pico-Femto Second Heat Pulse by Molecular Dynamics”, ENSMA, Futurscope Codex, France, 2005.





Добавить в свой блог или на сайт

Похожие:

Non-Fourier Effect on Heat Conduction During Welding iconEffect of Axial conduction and Variable Properties on Two Dimensional Conjugate Heat Transfer of Al2O3-eg/Water Mixture Nanofluid in Microchannel

Non-Fourier Effect on Heat Conduction During Welding iconAn analytical solution of the hyperbolic heat conduction equation for the case of a finite medium symmetrically heated on both sides

Non-Fourier Effect on Heat Conduction During Welding iconSub Code &Name : me2251-heat and mass transfer branch: Mechanical Engineering Year: II semester: IV unit conduction 11(L)+3(T)

Non-Fourier Effect on Heat Conduction During Welding icon1Meroney, R. N. and Giedt, W. H., The effect of mass injection on heat transfer from a partially dissociated gaseous stream, asme

Non-Fourier Effect on Heat Conduction During Welding iconבקורס נלמד איך אפשר לעבד אות בצורה דיגיטאלית. נלמד את משפט הדגימה של Nyquist ועל ה-Discrete Fourier Transform וה-Fast Fourier Transform. נראה איך מחשבים אותו על

Non-Fourier Effect on Heat Conduction During Welding iconMathematical model of the optimum heat pipe heat exchanger

Non-Fourier Effect on Heat Conduction During Welding iconA review on the feasibility of metal foam and metal matrix composites for heat exchangers and heat sinks

Non-Fourier Effect on Heat Conduction During Welding iconHeat is the energy of molecular motion. All molecules move, so all matter (everything is made of molecules) contains heat energy. A vacuum (empty space) cannot

Non-Fourier Effect on Heat Conduction During Welding iconConduction and Breakdown in Solids – Part 2

Non-Fourier Effect on Heat Conduction During Welding iconWelding Technology


Разместите кнопку на своём сайте:
lib.convdocs.org


База данных защищена авторским правом ©lib.convdocs.org 2012
обратиться к администрации
lib.convdocs.org
Главная страница