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动静叶栅优化改型及其性能分析 被引量:4

OPTIMIZATION AND PERFORMANCE ANALYSIS OF STATOR AND ROTOR CASCADES
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摘要 本文对动静叶栅分别进行优化改型,并对改型前后叶栅的气动性能进行数值分析。动静叶栅的优化改型基于正反问题相结合的流函数方法,性能分析一方面基于单排叶栅定常粘性流动的数值计算,另一方面基于动静叶栅相互干扰非定常粘性流动的数值计算。算例结果表明,经过优化改型后的动静叶栅的气动性能,无论在定常流动条件下还是在非定常流动条件下,相比改型前均有较大幅度的改善。 In this paper, the shape of stator and rotor cascades was improved and the aerodynamic performance before and after improving was analyzed. The optimization of stator and rotor cascades is based on stream function method of combining direct problem with inverse problem. The performance analysis is on the one hand based on the numerical calculation of steady viscous flow for alone row of cascade, and on the other hand based on the numerical calculation of unsteady viscous flow for the stator/rotor interaction. The computed results show that the stator and rotor cascades optimized by inverse problem method have better aerodynamic performance not only under the condition of steady flow, but also under the condition of unsteady flow.
出处 《工程热物理学报》 EI CAS CSCD 北大核心 2005年第2期231-233,共3页 Journal of Engineering Thermophysics
基金 国家重点基础研究项目资助(No.G1999022309)
关键词 动静叶栅 优化 性能分析 定常 非定常 stator and rotor cascades optimization performance analysis steady unsteady
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参考文献5

  • 1王正明,张武.使用非正交曲线坐标下N-S方程的叶栅粘性流动数值分析[J].工程热物理学报,1995,16(1):47-50. 被引量:5
  • 2王正明.跨音叶栅多种命题的流函数解法[J].工程热物理学报,1986,7(1):14-20.
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  • 5Wang Z M. Solution of Transonic S1 Surface Flow by Successively Reversing the Direction of Integration of the Stream Function Equation. Trans. ASME Journal of Engineering for Gas Turbine and Power, 1985, 107(2):317-322.

二级参考文献4

  • 1陈宏冀,纪念吴仲华教授学术报告会论文集,1993年
  • 2王正明,纪念吴仲华教授学术报告会论文集,1993年
  • 3吴仲华,3rd ISABE,1976年
  • 4吴仲华,机械工程学报,1965年,13卷,4期

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