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螺旋管中二次流强度的数值研究 被引量:7

A Numerical Study of the Intensity of Secondary Flow in Helical Coiled Tube
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摘要 对螺旋管中充分发展的层流状态下二次流强度进行了数值分析,定义了二次流强度的无量纲化参数——二次流强度雷诺数,得到了迪恩数与阻力系数、二次流强度雷诺数、流量比之间的关系.发现迪恩数与提出的二次流强度雷诺数具有良好的线性关系,这表明迪恩数的另一物理意义是螺旋管中二次流强度的度量. The intensity of secondary flow in helical coiled tube is studied by numerical method in the ease of fully developed laminar flow. A dimensionless parameter which describes the intensity of secondary flow is defined in the present study,and it is named as the secondary intensity Reynolds number. The relationships between Dean num- ber, friction factor,and the secondary flow intensity Reynolds number, the ration of the flow rate in helical coiled tube to the flow rate in straight tube are obtained. Our studies have found a perfect linear relation existing between Dean number and the secondary flow intensity Reynolds number. The linear relationship shows that the physical meaning of Dean number is a measurement of the secondary flow intensity in helical coiled tube.
出处 《甘肃科学学报》 2011年第3期87-92,共6页 Journal of Gansu Sciences
基金 国家自然科学基金资助项目(51006048)
关键词 二次流 二次流强度 迪恩数 阻力系数 螺旋管 secondary flow intensity of secondary flow Dean number friction factor helical coiled tube
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参考文献12

  • 1Berger S A, Talbot L. Flow in Curved Pipes[J]. Ann Rev Fluid Meeh, 1983,15:461-512.
  • 2Lopez M,Graham M D. Enhancement of Mixing and Adsorption in Mierofluidie Devices by Shear-induced Diffusion and Topography-induced Secondary Flow[J]. Physics of Fluids, 2008,20:1-12.
  • 3Feng ZhiGang,Michaelides Efstathios E. Secondary Flow Within a River Bed and Contaminant Transport[J]. Environ Fluid Mech,2009,9 : 617-634.
  • 4Markus Riitten, Lars Krenkel. Heat Transfer Enhancement by Using Vortex Generators [A]. 8th, World Congress on Computational Mechanics ( WCCM8 ) [C]. Italyt Venice, 2008.
  • 5Gupta Ritu,Wanchoo R K,Jafar Ali T R M. Laminar Flow in Helical Coils.. A Parametric Study[J]. Ind Eng Chem Res,2011,50:1 150-1 157.
  • 6湛含辉,朱辉,付峥嵘.迪恩涡强化传热技术的初步实验研究[J].节能,2009,28(3):21-24. 被引量:6
  • 7Dean W R, Hurst J M. Note on the of Fluid Motion in a Curved Pipe[J]. Philosophical Magazine, 1927,4 : 77-85.
  • 8Akiyama Mitsunobu,Cheng K C. Boundary Vorticity Method for Laminar Forced Convection Heat Transfer in Curved Pipes[J]. Int J Heat Transfer,1971,14:1 659-1 675.
  • 9Topakoglu H C. Steady Laminar Flow of an Incompressible Viscous Fluid in Curved Pips[J]. Journal of Mathematics and Mechanicsm,1967,16:1 321-1 337.
  • 10Mori Y, Nakayama Wataru. Study on Forced Convective Heat Transfer in Curved Pipes[J]. Int J Heat Transfer ,1965,8:67-82.

二级参考文献17

  • 1杨俊兰,马一太,俞颐秦.绕花丝内插物强化凝结换热实验研究[J].天津大学学报(自然科学与工程技术版),2004,37(11):990-995. 被引量:4
  • 2吴双应,曾丹苓,李友荣.自激振荡脉冲射流强化传热实验及其性能评价[J].石油化工设备,2005,34(6):1-5. 被引量:4
  • 3汪玉林.低温余热能源发电装置综述[J].热电技术,2007(1):1-4. 被引量:30
  • 4Yabe A. Active heat transfer enhancement by applying electric fields [ C ]. Proceedings of ASME/JSME Thermal Engineering Conference, 1991.
  • 5Webb R L, Eckert E R G. Application of rough surfaces to heat exchanger design [ J ]. Int. J. Heat Mass Transfer, 1972,15 : 1647 - 6581.
  • 6杨智勇.高效节能型空调换热器探讨[A].中国制冷学会2007学术年会论文集[C],2007.
  • 7Lutcha J, Nemcansky J. Performance improvement of tubular heat exchangers by helical baffles [ J ]. Trans IchemE, Part A, 1990,68 ( 5 ) :263 - 270.
  • 8W. R. Dean, Fluid motion in a curved channel. Proc, R, Soc,Lond[ J]. Series A,1928, ( 121 ) :402 -420.
  • 9Nathan R. Rosaguti, David F. Fletcher, Brain S. Haynes. Low- Reynolds number heat transfer enhancement in sinusoidal channels [ J ]. Chemical Engineering Science, 2007, (62) :694 - 702.
  • 10Paul. E. Geyer, David F. Fletcher, Brain S. Haynes. Laminar flow and heat transfer in a periodic trapezoidal channel with semi - circular cross - section [ J ]. Int J. Heat and Mass Transfer,2007, (50) :3471 - 3480.

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  • 1王英杰,徐国强,邓宏武,罗翔,王勤.进口温度影响航空煤油结焦特性实验[J].航空动力学报,2009,24(9):1972-1976. 被引量:15
  • 2谢公南,王秋旺,曾敏,罗来勤.渐扩渐缩波纹通道内脉动流的传热强化[J].高校化学工程学报,2006,20(1):31-35. 被引量:28
  • 3王福军.计算流体动力学分析[M].北京:清华大学出版社,2004.126-131,147-148.
  • 4杨小玉,徐佳莹.非牛顿流体在渐扩渐缩周期性通道内充分发展段的换热规律[J].哈尔滨工业大学学报,1999,31(增刊):67—70.
  • 5王良璧.复杂截面及扭转通道中紊流流动与换热的实验与数值研究[D].西安:西安交通大学,1996.
  • 6Wang L B, Wang Q W, He Y L, et al. Experimental and numerical study of developing turbulent flow and heat transfer in convergent/divergent square ducts[J]. Heat and Mass Transfer, 2002,38 : 399-408.
  • 7Wang L B, Tao W Q, Wang Q W, et al. Experimental study of developing turbulent flow and heat transfer in ribbed convergent/divergent square ducts[J]. Interna- tional Journal of Heat and Fluid Flow, 2001,22: 603- 613.
  • 8Liang-Chen Wang,Mei Su,Wan-Ling Hu,Zhi-Min Lin,Liang-Bi Wang,Ye Wang.The Characteristic Temperature in the Definition of Heat Transfer Coefficient on the Fin Side Surface in Tube Bank Fin Heat Exchanger[J].Numerical Heat Transfer Part A: Applications.2011(10)
  • 9DRAVID A N, SMITH K A, MERRILL E W, et al. Effect of secondary fluid on laminar flow heat transfer in helically coiled tubes[J]. AIChEJournal, 1971, 17 (5): 1114-1122.
  • 10RINDT C C M, SILLEKENS J J M, VAN Steenhoven A A. The influence of the wall temperature on the development of heat transfer and secondary flow in a coiled heat exchanger[J]. International Communications in Heat and Mass Transfer, 1999, 26 (2) : 187-198.

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