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旋转弯管内粘性流动特性的研究 被引量:4

The Characteristic of the Flow in a Rotating Curved Pipe
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摘要 基于工业上的应用 ,本文利用摄动方法求解了小曲率旋转弯管内的粘性流动 ,系统地分析了主流速度、二次流动、流量和摩擦力在科氏力 (Coriolisforce)和离心力共同作用下特性的变化情况 ;结果表明由于旋转的效应 ,旋转弯管内的流动状况较弯管内的流动状况复杂 ;同时还发现当科氏力和离心力之比F ≈- 1 2 2时 ,二次流强度最弱 ,此时该流动近似为非旋转直管内的流动 (Poiseuille流 )。 The combined effects of the system rotation (Coriolis force) and curvature (centrifugal force) on the flow in rotating curved circular pipe with small curvature are examined by perturbation method. A second-order perturbation solution is presented. The secondary flow structure and the primary axial velocity distributions are studied in detail. The loops of the secondary flow are more complex than those in a curved pipe without rotation or a rotating straight pipe. Its numbers depend on the body force ratio F which represents the ratio of the Coriolis force to the centrifugal force. The maximum of the axial velocity is pushed to either outer bend or inner bend, which is also determined by F . The results are confirmed by the results of other authors who studied the same problem by different method.
机构地区 浙江大学力学系
出处 《空气动力学学报》 CSCD 北大核心 2000年第3期336-344,共9页 Acta Aerodynamica Sinica
关键词 摄动方法 科氏力 粘性流动特性 弯曲管道 secondary flow Coriolis force curved pipe perturbation method
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参考文献1

  • 1Dr. H. Ludwieg. Die ausgebildete Kanalstr?mung in einem rotierenden System[J] 1951,Ingenieur - Archiv(4-5):296~308

同被引文献22

  • 1李艳丽.弯曲套管内耦合对流换热的数值分析.浙江大学硕士论文[M].-,-..
  • 2YANG W J, FANN S, KIM J H. Heat and fluid flow inside rotating channels [J]. Appl Mech Rev, 1994.47:367-95.
  • 3LUDWIEG H, Die ausgebildete kanalstromung in einem rotierenden system [J]. Ingenieur-Archiv, 1951,19:296.
  • 4MIYAZAK H. Combined free and force convective heat transfer and fluid flow in rotating curved circular tube[J]. Int J Iteat Mass Transfer, 1971,14 : 1295 -- 1309.
  • 5ISHIGAKI H. Laminar convective heat transfer in rotating curved pipes [J]. JSME Internationa Journal, Ser B, 1999, 42.. 489--497.
  • 6YANMAMOTO K,YANASE S,ALAM M M.Flow through a rotating curved duct with square cross-section [J]. Journal of the Physical Society of Japan,1999, 68(4): 1173--1184.
  • 7CHEN W H, JAN R. The torsion effect on fully developed laminar flow in helical square channels ASME J Fluids Engng,1993,98:41-48.
  • 8BOLINDER C J. First- and higher-order effects of curvature and torsion on the flow in a helical rectangular duct [J]. J Fluid Mech, 1996, 314; 113--138.
  • 9THANGAM S, HUR N. Laminar secondary flow in curved rectangular ducts [J]. J Fluid Mech, 1990,217: 421--440.
  • 10THOMSON D L.BAYAZITOGLU Y,MEADE A J.Low Dean number convective heat transfer in helical ducts of rectangular cross section [J]. J Neat transfer, 1998, 120: 85--91.

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