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波度及静环静态角偏差对螺旋槽气体端面密封稳态特性的影响 被引量:6

Influence of the Face Wave and Static Stator Angular Misaligment on the Steady-state Behavior of Spiral Groove Gas Face Seals
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摘要 建立了考虑螺旋槽气体密封端面周向波度及静环静态角偏差的理论模型。利用有限元法数值求解稳态雷诺方程,得到了端面周向气膜压力分布,进一步分析了不同压缩数下周向波度及静环静态角偏差对密封稳态特性参数的影响规律。结果表明:中、高压缩数下,波度及静环静态角偏差对气膜周向压力分布及径向压力梯度产生显著影响;波幅及波数对密封稳态特性影响不尽相同;过大的静环静态角偏差会导致端面气膜压力出现不均匀的峰值及谷值,使密封产生剧烈偏摆,造成端面瞬间接触,加剧端面磨损,最终导致密封泄漏失效。 A theory model considering the face circumferential wave and static stator angular misaligment of spiral groove gas face seals was given. The steady-state Reynolds equation was solved by means of the finite element method, and the film pressure distribution between the seal faces was gained. The influence of the face circumferential wave and static stator angular misalignment at different compressible mumbers on the seal steady-state behavior was analysed. The results indicate that the circumferential film pressure distribution is dramatically influenced by the face circumferential wave and static stator misaligment. The wave amplitude and number have different influence on the steady-state behavior. The seal faces may instantaneously contact and intensely wobble due to uneven film pressure. The gas seal may fail due to excessive leakage caused by serious face wearing.
出处 《润滑与密封》 CAS CSCD 北大核心 2007年第8期69-73,共5页 Lubrication Engineering
关键词 螺旋槽 气体端面密封 波度 静态角偏差 稳态特性 有限元法 spiral groove gas face seal wave static stator angular misaligment teady-state behavior finite element method
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参考文献5

  • 1I Green,R M Barnsby.A Simultaneous Numerical Solution for the Lubrication and Dynamic Stability of Noncontacting Gas Face Seals[J].ASME Trans,J of Tribology,2001,123(2):388-394.
  • 2B Miller,I Green.Numerical Techniques for Computing Rotordynamic Properties of Mechanical Gas Face Seals[J].ASME Trans,J of Tribology,2002,124(10):755-761.
  • 3王选盈,郝木明.锥度对螺旋槽气体端面密封稳态特性的影响[J].润滑与密封,2006,31(3):129-131. 被引量:4
  • 4D Bonneau,J Huitric,B Tournirie.Finite Element Analysis of Grooved Gas Thrust Bearing and Grooved Gas Face Seals[J].ASME Trans,J of Tribology,1993,115(7):348-354.
  • 5P Basu.Analysis of a Radial Groove Face Seal[J].STLE,Tribology Transactions,1992,35(1):11-20.

二级参考文献7

  • 1Green I,Barnsby R M.A Simultaneous Numerical Solution for the Lubrication and Dynamic Stability of Noncontacting Gas Face Seals[J].ASME Trans,J of Tribology,2001,123 (2):388-394.
  • 2Miller B,Green I.Numerical Techniques for Computing Rotordynamic Properties of Mechanical Gas Face Seals[J].ASME Trans,J of Tribology,2002,124(10):755-761.
  • 3Gabriel R P.Fundamentals of Spiral Grooved Noncontacting Face Seals[J].Lubr Eng,1994 (3):215-224.
  • 4Green I,Etsion I.Stability Threshold and Steady-State Response of Noncontacing Coned-Face Seals[J].ASLE Trans,1985,28(4):449-460.
  • 5Bonneau D,Huitric J,Tournirie B.Finite Element Analysis of Grooved Gas Thrust Bearing and Grooved Gas Face Seals[J].ASME Trans,J of Tribology,1993,115(7):348-354.
  • 6Basu P.Analysis of a Radial Groove Face Seal[J].STLE,Tribology Transactions,1992,35(1):11-20.
  • 7杨慧霞.深槽热弹流机械端面密封理论研究[D].东营:石油大学,1996.

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