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非线性谐波法的进一步校验分析 被引量:11

Further verification of nonlinear harmonic method
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摘要 基于定常Denton程序发展了二维定常、非定常、非线性谐波法计算程序,以二维跨声压气机叶栅为例,通过详细对比其定常、非定常和非线性谐波法的计算结果,包括确定应力场和叶片表面速度分布等,验证了非线性谐波法具有建模精度较高的优点的同时,也分析了该方法的不足,包括一些难以克服的主要误差来源,以及计算时间较长等弱点;并指出了掺混面处理对于非线性谐波法的重要性. A two-dimensional steady, unsteady and nonlinear harmonic method (NHM) RANS code was developed based on Denton steady code. Then the code was used to simulate a two dimensional transonic compressor cascade by the above three methods and the results were compared on deterministic stress fields, blade surface velocity and other aspects. The comparison indicates that NHM presents high precision on modeling deterministic stresses and mixing-plane treating plays an important role in the simulations. The shortcomings of NHM were also discussed, including main unconquerable origins of modeling error and long computational time.
作者 赵军 刘宝杰
出处 《航空动力学报》 EI CAS CSCD 北大核心 2008年第4期680-686,共7页 Journal of Aerospace Power
关键词 航空、航天推进系统 确定应力 非线性谐波法 非定常计算 aerospace propulsion system deterministic stresses nonlinear harmonic method unsteady simulation
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参考文献15

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二级参考文献8

  • 1Adamczyk J J.Model equation for simulation flows in multistage turbomachinery[R].ASME Paper 85-GT-226 or NASA-TM86869.
  • 2Adamczyk J J.A model for closing the invisid form of the average passage equation system[J].Journal of Turbinemachinery,1986,108(2):180-186.
  • 3Rhie C M,Gleixner A J,Spear D A,et al.Development and application of a multistage navier-stokes solver,Part 1:Multistage modeling using body-forces and deterministic stresses[R].ASME Paper 95-GT-342,1995.
  • 4Sondak D L,Dorney D J,Davis R L.Modeling turbomachinery unsteadiness with lumped deterministic stresses[R].AIAA-96-2570,1996.
  • 5Van de Wall A G,Kadambi J R,Adamczyk J J.A transport model for the deterministic stresses associated with turbomachinery blade row interaction[J].Journal of Turbomachinery,2000,122(4):593-603.
  • 6Giles M.An approach for multistage calculations incorporating unseadiness[R].ASME92-GT-282,1992.
  • 7He L,Ning W.Efficient approach for analysis of unsteady viscous flows in turbomachines[J].AIAA JOURNAL,1998,36 (11):2005-2012.
  • 8Chen T,Vasanthakumar P,He L.Analysis of unsteady blade row interaction using nonlinear harmonic approach[J].Journal of Propulsion and Power,2001,17 (3):651-658.

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