[1]Gardner, K.A.,“Efficiency of Extended Surface”, Tarns. ASME, vol.67,1945, pp.621-631.
[2]Heaton H. S. , Reynolds W. C. , Kays W. M. ,“Heat Transfer in Annular Passages Simultaneous Development of Velocity and Temperature Fields in Laminar Flow”, Int. J. Heat Mass Transfer , Vol. 7 , 1964 , pp. 763-781.
[3]Sparrow E. M. , Wong T. C. , “Impigement transfer coefficients due to initially laminar slot jets” , Int. J. Heat Mass Transfer , Vol. 18, 1975, pp. 597-605.
[4] Bejan, A. Heat Transfer. Wiley, New York(1993) , pp. 394-395 ; also in Bejan A. , Convection Heat Transfer, problem 11. Wiley, New York 1984, pp.157.
[5] Nakayama W. ,Matsushima H. and Goel P., Forced convective heat transfer from arrays of finned packages. In Cooling Technology for Electronic Equipment(Edited by Aung W.), pp. 195-210. Hemisphere, New York 1988.
[6]Sami A.S. ,“A numerical study of the flow and heat-transfer characteristics of an impinging laminar slot-jet including crossflow effects”, Int. J. Heat Mass Transfer , Vol. 35 , No. 10 , 1992, pp. 2501-2513.
[7]Jambunathan K. , Lai E. , Moss M. A. , Button B. L. , “A review of heat transfer data for single circular jet impingement” , Int. J. Heat and Fluid Flow , Vol. 13 , No. 2, June , 1992, pp. 106-115.
[8]Morrison, A.T., “Optimization of Heat Sink Fin Geometries for Heat Sinks in Natural Convection”, InterSociety Conference on Thermal Phenomena”, IEEE , 1992, pp.145-148.
[9]Anand N.k. , Kim S.H. and Fletcher L.S. , The effect of plate spacing on free convection between heated parallel plates, J. heat Transfer vol. 114, 1992, pp. 515-518.
[10]Matsushima H., Yanagida T. and Kondo Y., Algorithm for predicting the thermal resistance of finned LSI packages mounted on a circuit board, Heat Transfer Jap.Res.21, 1992, pp. 504-517.
[11]Craft T. J. Graham J. W. ,Launder B. E. ,“Impinging jet studies for turbulence model assessment –II. an examination of the performance of four turbulence models “, Int. J. Heat Mass Transfer , Vol. 36 , No. 10 , 1993, pp. 2685-2697.
[12]Seyedein S. H. ,Hasan M. , Mujumdar A. S. ,“Laminar Flow and Heat Transfer from Multiple Impinging Slot jets with an Inclined Confinement Surface” , Int. J. Heat Mass Transfer , Vol. 37 , No. 13, 1994, pp. 1867-1875.
[13]Lytle D. , Webb B. W. “Air jet impingement heat transfer at low nozzle-plate spacings” , Int. J. Heat Mass Transfer , Vol. 37 , No. 12 , 1994, pp. 1687-1697.
[14]Azar, K. and Mandrone, C.D., “Effect of Pin Fin Density of the Thermal Performance of Unshrouded Pin Fin Heat Sinks”, Transactions of the ASME, vol. 116 , 1994 , pp.306-309.
[15]karagiozis A., Raithby G.D. and Hollands K. G. T. , Natural convection heat transfer from arrays of isothermal triangular fins in air, J. Heat Transfer vol. 116, 1994, pp. 105-111.
[16]Garimella S. V. , Rice R. A. , “Confined and submerged liquid jet impingement heat transfer” , ASME Journal of Heat Transfer Vol. 117 , 1995 , pp. 871-877.
[17]王志賓,“CPU鰭片散熱效應之研究”,國立成功大學工程科學研究所碩士論文,1995年.[18]Colucci D. W. , Viskanta R. ,“Effect of Nozzle Geometry on Local Convective Heat Transfer to a Confined Impinging Air Jet ”, Experimental Thermal and Fluid Science Vol. 13,1996, pp.71-80.
[19]Ledezma, G. and Bejan, A., “Heat sink with sloped plate in natural and forced convection”, Int. J. Heat Mass Transfer, vol.39, no.9, 1996 , pp. 1773-1783.
[20]Shaukatullah, H., Storr, W.R., Hansen, B.J. and Gaynes, M.A., “Design and Optimization of Pin Fin Heat Sinks for Low Velocity Applications”, Twelfth IEEE SEMI-THERM Symposium , 1996 , pp.151-163.
[21]DeWitt, Incropera ,熱傳遞,張仲卿等譯,高立圖書有限公司,台北,1996.
[22]Owsenek B. L. , Cziesla T. , Mitra N. K. , Biswas G. ,“Numerical Investigation of Heat Transfer in Impinging Axial and Radial jets with Superimposed Swirl”, Int. J. Heat Mass Transfer , Vol. 40 , No. 1 , 1997 , pp. 141-147.
[23]Lin Z. H. , Chou Y. J. , Hung Y. H. ,”Heat Transfer Behaviors of a Confined Slot jet Impingement” , Int. J. Heat Mass Transfer , Vol. 40 , No. 5 , 1997, pp. 1095-1107.
[24]Wirtz, R.A., Sohal, R. and Wang, H., ”Thermal Performance of Pin-Fin Fan-Sink Assemblies”, Journal of Electronic Packaging, vol.119, 1997, pp.26-31.
[25]Behnia M. , Parneix S. , “Prediction of heat transfer in an axisymmetric turbulent jet impinging on a flat plate” , Int. J. Heat Mass Transfer , Vol. 41 , No. 12 , 1998 , pp. 1845-1855.
[26]Wirtz, R.A. and Zheng, N., “Methodology for Predicting Pin-Fin Fan-Sink Performance”, InterSociety Conference on Thermal Phenomena, IEEE , 1998 , pp.303-309.
[27]Parneix S. , Behnia M. , Durbin P. A. ,“Predictions of turbulent heat transfer in an axisymmetric jet impinging on a heated pedestal“ , ASME Journal of Heat Transfer Vol. 121 , 1999 , pp. 43-49.
[28]Beitelmal A. H. , Saad M. A. , Patel C. D. ,”The Effect of Inclination on the Heat Transfer Between a Flat Surface and an Impinging Two-dimensional Air Jet” , Int. J. Heat and Fluid Flow , Vol. 21, 2000, pp. 156-163.
[29]Maveety J. G. , Jung H. H. ,“Design of an optimal pin-fin heat sink with air impingement cooling” , Int. Comm. Heat Mass Transfer , Vol. 27 , No.2 , 2000, pp. 229-240.
[30]Sikka, K.K., Torrance, K.E., Scholler, C.U. and Salanova, P.I., “Heat Sinks With Fluted and Wavy Plate Fins in Natural and Low-Velocity Forced Convection”, IEEE Transactions on components and packaging, vol.25, no.2, June 2002.
[31]Chiriac, V. A. , Ortega A. ,”A numerical study of the unsteady flow and heat transfer in a transitional confined slot jet impinging on an isothermal surface” , Int. J. Heat and Mass Transfer , Vol. 45, 2002 , pp. 1237-1248.
有限時間熱力分析之參考文獻
[1]Novikov, .I. I., ”The Efficiency of Atomic Power Stations ,”Journal of Nuclear Energy II, Vol. 7, pp. 125-128,1958.;(translated from Atomnaya Energiya, Vol. 3, No. 11,1957, pp. 409.)
[2]EI-Wakil, M. M., Nuclear Power Engineering, Mcgraw-Hill , New York,1962, pp. 162-165.
[3]EI-Wakil, M. M., Nuclear energy conversion, International Textbook Company,Scranton,pa,1971, pp. 31-35.
[4]Curzon, F. L. and Ahlborn, B., “Efficiency of a Carnot Engine at maximum Power Output,” American Journal of Physics, Vol. 43, No. 1,1975, pp.22-24.
[5]Rubin,M. H., Ondrechen , M. J . and Bamd, Y.B., “The Generalized Carnot Cycle –a Working Fluid Operating in Finite Time between Finite Heat Sources and Sinks,” Journal of Chemical Physics, Vol. 78, No. 7, 1983, pp.
4721-4727.
[6]Andersen , B., Berry, R. S. and Rubin, M. H., "Availability for Finite-time Processes- General Theory and a Model ,”Journal of Physical, Vol. 87, No. 15, 1983, pp. 2704-2713.
[7]De Vos, A., “Efficiency of Some Heat Engines at Maximum-Power conditions. ”Journal of Physical, Vol. 53, No. 6, 1985, pp. 570-573
[8]Gordon, J., “Observations on Efficiency of Heat Engines Operating at Maximum Power ,” American Journal of Physical, Vol. 58, No. 4, 1990, pp. 370-375.
[9]Ibrahim, O. M., Klein, S. A., and Mitchell, J.W., ”Optimum Power Cycles for Specified Boundary Conditions,” ASME Journal of Engineering for Gas Turbines and Power, Vol. 113, No. 4, 1991, pp. 514-521.
[10]Angulo-Brown, F., ”An Ecological Optimization Criterion for Finite-Time Heat Engines, “Journal of Applied Physics,Vol.69,No.11,1991,pp.7465-7469.
[11]Yan, Z., “Comment on ‘An Ecological Optimization Criterion for Finite-Time Heat Engines ‘, ”Journal of Applied Physical, Vol. 73, No. 7, 1993, pp. 38-53.
[12]Chen L., Wu c., Sun F. and Cao S.,”Heat Transfer Effects on The net Work output and Efficiency Characteristics for an Air-Standard Otto Cycel,”Energy Convers. Mgmt Vol. 39, No 7,1998, pp. 643-648.
[13]Cheng C. and Chen C., “Ecological Optimization of an Endoreversible Brayton cycle,” Energy Convers. Mgmt Vol. 39, No 1/2,1998, pp.33-44.
[14]Bhattacharyya S., “Optimizing an irreversible Diesel cycle Fine tuning of Compression ratio and Cut-off ratio,” Energy Convers. Mgmt 41,2000, pp.847-854.
[15]Akash B.A., “Effect of Heat Transfer on the Performance of an Air-standard Diesel cycle,” Int. Comm. Heat Transfer , Vol. 28, No1,2001,pp. 87-95.
[16]ahin B., zsoysa O., S O., “A Comparative Performance Analysis of Endoreversible dual cycle under Maximum Ecological function and maximum power conditions,” exergy an International Journal , 2002, pp. 173-185.
[17]Zheng J., Chen L., Sun F., “Power and Efficiency Performance of an Endoreversible Braysson cycle,” Int. J. Therm. Sci. 41 , 2002 , pp.201-205.