期刊文献+

恒热流工况下螺旋管内层流换热性能数值模拟 被引量:6

Numerical Simulation of Thermal-Hydraulic Characteristics Through a Helical Coiled Tube With Constant Heat Flux for Laminar Flow
下载PDF
导出
摘要 在恒热流工况下,数值模拟雷诺数为200~1000,无量纲螺距为0.1~0.2,曲率为0.1~0.3的螺旋管内不同截面上的温度场分布和速度场分布以及雷诺数、曲率和无量纲螺距对轴向不同截面上平均努谢尔特数、平均摩擦系数以及总熵产的影响规律。结果表明,随着转角增大,二次流作用加强,且垂直于轴向截面的最大速度向管的外侧移动,而温度分布出现两个Dean涡胞;轴向截面平均努谢尔特数和摩擦系数以及总熵产随雷诺数、曲率和螺距的变化呈现不同的规律;与曲率相比,螺距对热力性能的影响程度相对较小;且流动引起的熵产和传热引起的熵产相比可忽略不计。 A numerical method for simulating the developments and distributions of heat transfer and flow fields was proposed. The effects of Reynolds number, curvature ratio, and coil pitch on the average friction factor, average Nusseh number at different axial cross--sections and the total entropy generation rate in a helical coiled tube with uniform heat flux was presented when Reynolds number is 200-1 000, dimensionless pitch 0.1-0.2 and dimensionless curvature ratio 0. 1-0.3. The results show that the effect of the secondary flow is enhanced with the increase of turning angle, the maximum velocity perpendicular to axial cross section shifts toward the outer side of helical coiled tube and two Dean roll cells appear with the increase of axial turning angle. Furthermore, the average friction factor, average Nusselt number at different axial cross-- sections and the total entropy generation rate present different characteristics when the Reynolds number, curvature ratio and pitch change. Compared with the curvature ratio, the pitch has relatively little influence on convective heat transfer performance and the total entropy generation. In the meantime, the entropy generation caused by viscous flow is much less than that caused by heat transfer and can be neglected.
出处 《石油化工高等学校学报》 CAS 2008年第3期83-87,96,共6页 Journal of Petrochemical Universities
基金 重庆市自然科学基金项目(CSTC 2006BB6226)
关键词 层流换热 螺旋管 热力性能 数值模拟 Laminar flow convection Helical coiled tube Thermal--hydraulic performance Numerical simulation
  • 相关文献

参考文献15

  • 1章本照,马寨璞,苏霄燕,张金锁.圆截面螺旋管道内非定常流动研究[J].应用数学和力学,2003,24(5):519-528. 被引量:3
  • 2章本照,印建安,苏霄燕,张金锁.旋转椭圆截面螺旋管道内的二次流[J].化工学报,2002,53(10):997-1002. 被引量:7
  • 3张金锁,章本照.曲率和挠率对圆截面螺旋管道粘性流动的三阶作用[J].空气动力学学报,2000,18(3):288-299. 被引量:5
  • 4Lin C X, Zhang P, Ebadian M A. Laminar forced convection in the entrance region of helical pipes[J]. Int. j. heat mass transfer, 1997,40(14) : 3293-3304.
  • 5Acharya N, Sen M, Chang H C. Thermal entrance length and Nusselt numbers in coiled tubes[J]. Int. j. heat mass transfer, 1994, 37: 336-340.
  • 6Liu S, Masliyah J H. Developing convective heat transfer in helical pipes with finite pitch[J]. Int. j. heat fluid flow, 1994, 15: 66-74.
  • 7Yang G, Ebadian M A. Turbulent forced convection in a helicoidal pipe with substantial pitch[J]. Int. j. heat mass transfer, 1996, 39: 2015-2022.
  • 8Huttl T J, Friedrich R. Influence of curvature and torsion on turbulent flow in helically coiled pipes[J]. Int. j. heat fluid flow, 2000, 21(3): 345-353.
  • 9Lin C X, Ebadian M A. Developing turbulent convective heat transfer in helical pipes[J]. Int. j. heat mass transfer, 1997, 40: 3861-3873.
  • 10刘晓华,李淞平,沈自求,祁胜杰.螺旋线圈强化管内单相流体传热的研究[J].石油化工高等学校学报,2001,14(3):57-59. 被引量:9

二级参考文献25

  • 1陈礼,江求固,雷军民.螺旋丝径对内插螺旋线圈圆管内油类介质强迫对流的影响[J].重庆大学学报(自然科学版),1993,16(3):1-6. 被引量:2
  • 2徐天华 崔乃瑛 等.管内插入物强化高粘流体传热[J].化学工程,1988,16(6):7-15.
  • 3[4]Mullin T,Greated C A.Oscillatory flow incurved pipes-Part II:The fully-developed case[J]. J Fluid Mech, 1980,98,397-416.
  • 4[5]Lynch D G, Waters S L, Pedley T J.Flow in a tube with non-uniform, time-dependent curvature: governing equations and simple example[J]. J Fluid Mech,1996,323:237-265.
  • 5[6]Waters S L, Pedley T J. Oscillatory flow in a tube of time-dependent curvature-Part 1:Perturbation to flow in a stationary curved tube[J]. J Fluid Mech,1999,383:327-352.
  • 6[7]Caro C G, Doorly D J, Trarnawski M, et al. Non-planar curvature and branching of arteries and non-planar-type flow[J].Proc R Soc Lond,1996,A452:185-197.
  • 7[8]Hirayama H, Okita Y. Flow in a helically coiled tube for simulation modeling of the intramyocardial coronary arterial blood flow and shear stress analysis[J].Computer Modeling and Simulation in Engineering, 1999,4(4):311-319.
  • 8[9]Kao H. Torsion effect on fully developed flow in a helical pipe[J].J Fluid Mech,1987,184:335-356.
  • 9[10]Zabielski L, Mestel A J. Unsteady blood flow in a helically symmetric pipe[J].J Fluid Mech,1998,370:321-345.
  • 10[11]Ishigaki H, Laminar flow in rotating curved pipes[J].J Fluid Mech,1996,329:373-388.

共引文献19

同被引文献45

引证文献6

二级引证文献15

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部