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锥形渐扩管内逆压梯度紊流场的数值仿真 被引量:1

Numerical Simulation of Turbulence Having Adverse Pressure Gradient in a Conical Diffuser
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摘要 用DLR(近壁低雷诺数)型k-ε紊流模型.BFC(边界拟合曲线坐标变换)法,对总扩散角为8°,扩散度为4的锥形渐扩管内充分发展的不可压粘性紊流进行数值仿真,研究不同数值入流边界条件对计算结果的影响以及整个流场主要流动参数的分布特性。 Fully developed incompressible sticky turbulent flow in a conical diffuser having a total divergence of 8° and an area ratio of 4 has been simulated by a k-ε model for near-wall and low-Re-number and its Boundary-Fit curvilinear Coordinate Transformation method.The research has been done under different numerical entering boundary conditions.The influence of the different numerical entering boundary conditions on computational results has been gotten by comparing with experimental date.The parameter distributions of the whole flow area have been given respectively.
作者 肖瑞
机构地区 惠州学院
出处 《广西科学》 CAS 2009年第2期120-123,共4页 Guangxi Sciences
关键词 数值仿真 锥形渐扩管 紊流 numerical simulation, conical diffuser, turbulent flow
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参考文献4

  • 1Thompson J F,Thames F C,Mastin C W.Automatic numerical generation of bodyfitted curvilinear coordinate system for fields containing any nmber of arbitrary two-dimensional bodies[J].J Comp Phys,1974,15:299.
  • 2孙勇,何永森.锥形渐扩管内紊流数值预测诊断系统的研究——网格数和差分方法的影响[J].湘潭大学自然科学学报,2005,27(1):47-50. 被引量:5
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  • 4Singh D,Azad R S.Turbulent kinetic energy balance in a conical diffuser[R].Manitoba,Canada,Department of Mechanical Engineering University of Manitoba Winniipeg,1981.

二级参考文献5

  • 1Lander B E,Spalding D B.The Numerical Computation of Turbulent Flows[A].Compu Methods in Appland Eng[C].New York:Northholland Publishing Company,1974:269.
  • 2Thompson J F,Thames F C,Mastin C W.Automatic numerical generation of bodyfitted curvilinear coordinate system for fields containing any number of arbitrary two-dimensional bodies[J].J Comp Phys,1974:15:299.
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同被引文献6

  • 1何永森;舒适;蒋光标;肖映雄.管路内流体数值计算与仿真[M]湘潭:湘潭大学出版社,20118.
  • 2ROUSSEAU A N,ALLBRIGHT L D,TORRANCE K E. A Short Comparison of Damping Functions of Standard Low-Reynolds[J].Number Models,1997.460.
  • 3OKWUOBI P A C,AZAD R S. Turbulence in a Conical Diffuser with Fully Developed Flow at Entry[J].{H}Journal of Fluid Mechanics,1973,(3):603.
  • 4SINGH D,AZAD R S. Turbulent Kinetic Energy Balance in a Conical Diffuser[J].Proc of Turbulence,1981.21.
  • 5肖瑞,何永森.对锥形渐扩管内紊流近壁特性的研究[J].惠州学院学报,2009,29(3):5-9. 被引量:3
  • 6蒋光彪,何永森,舒适,肖映雄.用DHR k-ε模型与AMG法对渐扩管内紊流数值预测[J].矿业研究与开发,2009,29(3):47-50. 被引量:1

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