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转子弹性阻尼支承最佳参数选择的理论及程序计算分析 被引量:2

Calculaion and analysis of parameters optimum option for rotating machine damping support
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摘要 提出了考虑轴承刚度、阻尼的振型叠代求解方法 ,以及根据振型规格化加载求多支承转子系统的各阶共振放大因子或模态阻尼 ,并提出了按转子———支承系统的各阶共振放大因子最大值最小或各阶模态阻尼最小值最大的判别准则来确定弹性阻尼支承的参数 ,可适用于多质量多支承变截面的大挠性转子系统。 In this paper, the calculation method of parameters optimum option for rotor flexible damping support is deduced, which is based on resonance amplifying factor or modal damping of rotor bearing system. We have made a computer program, it can be used for parameters optimum option of multi support and multi mass rotor system in the flexible damping support design field.
出处 《河南科学》 2002年第4期436-441,共6页 Henan Science
关键词 弹性阻尼支承 参数选择 减振阻尼支承 最佳参数 模态阻尼 转子-支承系统 航空发动机 计算程序 rotor system flexible damping support parameters optimum option modal damping
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参考文献2

  • 1[1]Lund J W. Stability and Damped Critical Speeds of a Flexible Rotor in Fluid-Film Bearings[J]. Journal of Engineering for Industry, 1974,96(2): 506-517.
  • 2[2]Adams M L,Padovan J. Insights into Linearized Rotor Dynamics[J]. Journ of Sound and Vibration,1981,76(1):129-142.

同被引文献6

  • 1Lund J W. Stability and damped critical speeds of a flexible rotor in fluid-film bearings[J]. Journal of Engineering for Industry, 1974, 96 (2) : 506-517.
  • 2Sternlicht B, Lewis P. Vibration problems with high-speed turbomachinery trans [J]. Of the ASME, Joum of Engrg for Industry, Febr, 1968: 174-186.
  • 3Alford J S. Protecting turbomaehinery from self-excited rotor whirl journ [J]. Of Engrg for Power, 1965,87: 333-334.
  • 4Lund J W. Stability and Damped critical speeds of a Flexible Rotor in Fluid-Film Bearings [J]. Journal of Engineering for Industry, 1974, 96 (2) : 506-517.
  • 5Alford J S. Protecting Turbomachinery from Self-Excited Rotor Whirl[J]. Engrg for Power, 1965, 87 (8):333-334.
  • 6Sternlicht B, Lewis P. Vibration Problems with High-Speed Turbomachinery Trans[J]. ASME, Joum of Engrg for Industry, Febr, 1968: 174-186.

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