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场协同及混沌 被引量:1

Field Synergy Theory and Choas
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摘要 从对流换热的三维能量方程出发,把对流换热方程与三维导热方程进行类比,导出努塞尔数与流场和温度场的局域无因次参数关系式,提出了场协同理论,指出强化换热不仅取决于流体的速度和流体的物性,而且还取决于流场和温度场的协同,从而加深了对对流换热现象的理解。并从唯象理论、数值模拟和实验验证3个方面对场协同理论给予了验证,提出了实际应用的途径。根据湍流的复杂性,把混沌理论引入对传热的研究当中。 Proceeding from the three-dimensional energy equation of heat convection, analogy is processed between the equation of heat convection and the equation of the three-dimensional thermal conduction,relation between Nu and the dimensionless parameter of flow field and tempera- ture field are derived, the principle of field coordination is presented. Indicating heat exchange enhancement not only depends on current velocity and physical property of liquor, but the synergy of flow field and temperature field, having more comprehension to heat convection phenomenon. Also from phenomenological relation,numerical simulation and experimental verification three aspects, the principle of field synergy have been proved,the approaches how to apply it have been put forward. According to complexity of turbulent flow, chaos theory will be introduced to the study to the heat transfer.
出处 《石油化工设备》 CAS 2007年第5期53-58,共6页 Petro-Chemical Equipment
关键词 场协同 传热强化 唯象关系 混沌 field synergy heat transfer enhancement phenomenological relation chaos
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  • 1谢和平.分形力学的数学基础[J].力学进展,1995,25(2):174-185. 被引量:16
  • 2[7]B@ B@ Mandelbrot. The fractal geometry of nature. California: Freeman Company, 1982
  • 3[9]T@ Saito & M@ Oikaws. Chaos and fractals from a forced artifical neurl cell. IEEE Trans. On Neural Networks, 1993(4):101~104
  • 4[10]李诩坤,汪克林.非线性科学选讲.合肥:中国科学技术大学出版社,1994.
  • 5[11]M@ J@ Stutzer. Chaotic Dynamics and Bifurcation in a MacroModel. J. of Economic Dynamics and Control, 1980(2):353 ~ 376.
  • 6[1]H@ Poincare. Les methods nouvelles de la mecanique celeste. Paris: Gauthier - Villars, 1957
  • 7[2]A@ N@Kolmogorov. The general theory of dynamical systemsand classical mechanics. NASA, 1954
  • 8[3]E@ Lorenz. Deterministic non - periodic flows. J. AtomsSci.1963,20:89 ~ 94
  • 9[4]D@ Ruelle. On the nature of turbulence. Comm. Math. Phys,1971,20:205 ~ 208
  • 10[5]J@ A@ York. Period three implies chaos. Amer. Math. Monthly, 1975,82:985

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  • 1严良文,王志文.折流杆换热器壳程流场和温度场的数值模拟及场协同分析[J].石油化工设备,2006,35(5):12-15. 被引量:4
  • 2王玲玲.电晕放电强化空气与水平板间自然对流换热的实验研究[D].上海:上海理工大学,2005.
  • 3Degroots R,Mazijr P.Non-equilibrium Thermo-dynamics[M].Amsterdem:North-HollandPublishing Company,1962.
  • 4Guo Z Y,Li D Y,Wang P X.A Novel Concept for Convective Heat Transfer Enhancement[J].Int.J.Heat Mass Transfer,1998,41:2221-2225.
  • 5Panofsky W,Philips M.Classical Electricity and Magnetism[M].London:Addison-Wesley,1962:107-116.
  • 6Yabe A,Mori Y,Hijikata K.EHD Study of the Corona Wind between Wire and Plate Electrodes[J].AIAA J.1978,16(4):340-345.
  • 7Molki M,Ohadi M M,Baumgarten B,et al.Heat Transfer Enhancement of Airflow in a Channel Using Corona Discharge[J].Journal of Enhanced Heat Transfer,2000,7(2):411-425.
  • 8Yabe A,Mori Y,Hijikata K.Heat Transfer Augmentation Around a Downward-facing Flat Plate by Non-uniform Electric Fields[C] //Proc.5th Int.Heat Transfer Conf.,1978:171-176.
  • 9Yamamoto T,Nakamura S,Velkoff H R.Numerical Study of Secondary Flow Interaction in an Electrostatic Precipitator[C] //Shaw R.Proceedings of the Second International Symposium on Innovative Numerical Analysis in Applied Engineering Sciences,1980:3-12.
  • 10Tada Y,Takimoto A,Hayashi Y.Heat Transfer Enhancement in a Con-vective Fieldby Applying Ionic Wind[J].Journal of Enhanced Heat Transfer,1997,4:71-86.

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