本文对Aachen一级半轴流式透平进行了准定常及非定常流动的数值模拟,讨论了引发动静干涉效应的主要因素,分析了非定常效应对叶栅通道中脉动速度、气流角、型面压力分布以及损失结构的影响.结果表明,对于Aachen透平而言,上游叶片排的尾迹区及二次涡是引发下游叶栅通道流场强非定常特性的最主要因素,引起了脉动速度、型面压力、攻角以及损失的较大变化,从而对透平级性能产生较大的影响.
参考文献
[1] | Michael A Z;Budugur L .Unsteady Flow Field Due to Nozzle Wake Interaction with the Rotor in an Axial Flow Turbine[Z].,1995. |
[2] | Dring R P;Joslyn H D;Hardin L W et al.Turbine RotorStator Interaction[J].Journal of Engineering for Power-Transactions of the ASME,1982,104:729-742. |
[3] | Rao K V;Delaney R A;Dunn M G .Vane-Blade Interaction in a Transonic Turbine Part I-Aerodynamics[R].,1992. |
[4] | Walraevens R E;Gallus H E .Stator-Rotor-Stator Interaction in an Axial Flow Turbine ad Its Influence on Loss Mechanisms[R].AGARD Report CP-571,1995. |
[5] | Gallus H E;Zeschky H E;Hah C .Endwall and Unsteady Flow Phenomena in an Axial Turbine Stage[Z].Transactions of ASME,1995. |
[6] | 黄伟光;陈乃兴;川琦伸彦 等.叶轮机械动静叶片排非定常气动干涉的数值模拟[J].工程热物理学报,1999,20(03) |
[7] | Martin A;Hirsch Ch .Numerical Investigation of a 1-1/2Axial Turbine Stage at Quasi-Steady and Fully Unsteady Conditions[Z].ASME 2001-GT-0309,2001. |
[8] | Jameson A;Scgmit W;Turkel E .Numerical Solution of the Euler Equations by Finite Volumn Methods Using Runge-Kutta Time-Stepping Schemes[R].,1981. |
[9] | Mingxu Qi;Zhenping Feng;Shun Kang.Numerical Validation on an Annular Turbine Cascade with Different Turbulence Models[A].,2002-08-26 |
[10] | Rai M M.Three-Dimensional Navier-Stokes Simulations of Turbine Rotor-Stator Interaction[M].Part I-Methodology,1989 |
[11] | Mingxu Qi;Zhenping Feng;Shun Kang et al.Numerical Investigation on the Quasi-Steady and Unsteady Flows in Axial-Flow Turbines[R].Report of Bilateral Cooperation:China-Flander on Project AWI- BWTS,2002. |
[12] | 祁明旭;丰镇平;S Kang.轴流透平级动静干涉非定常效应及其对气动性能的影响[A]. |
上一张
下一张
上一张
下一张
计量
- 下载量()
- 访问量()
文章评分
- 您的评分:
-
10%
-
20%
-
30%
-
40%
-
50%