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Technology, Law and Insurance Volume 4, 1999 - Issue 3-4
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Original Articles

Some aspects of self-excited vibration in compressor and turbine rotor systems

Krzysztof Kosowski
&
Wieslaw Prochnicki
Pages 227-230 | Published online: 05 Nov 2010

  • Arghir , M. and Frene , J. 1997a . Forces and moments due to misalignment vibrations in annular liquid sealsusing the averaged Navier-Stokes equations . ASME Journal of Tribology , 119 : 279 – 90 .
  • Arghir , M. and Frene , J. 1997b . Analysis of a test case for annular seal flows . ASME Journal of Tribology , 119 : 408 – 14 .
  • Arghir , M. and Frene , J. 1997c . Rotordynamic coefficients of circumferentially-grooved liquid seals using the averaged Navier-Stokes equations . ASME Journal of Tribology , 119 : 556 – 66 .
  • Baskharone , E. A. and Hensel , S. J. 1991a . A finiteelement perturbation approach to fluid/rotor interaction in turbomachinery elements. Part 1, Theory . ASME Journal of Fluids Engineering , 113 : 353 – 61 .
  • Baskharone , E. A. and Hensel , S. J. 1991b . A finite-element perturbation approach to fluid/rotor interaction in turbomachinery elements. Part 2, Application . ASME Journal of Fluids Engineering , 113 : 362 – 7 .
  • Childs , D. W. 1983 . Finite length solution for rotordynamic coefficients of turbulent annular seals . ASME Journal of Lubrication Technology , 83 : 437 – 44 .
  • Childs , D. W. and Scharrer , J. K. 1988 . Theory versus experiment for the rotordynamic coefficient of labyrinth seals. Part II, A comparison to experiment . ASME Journal of Vibration, Acoustics, Stress, and Reliability Design , 110 : 281 – 7 .
  • Dietzen , F. J. and Nordman , R. 1987 . Calculating rotordynamic coefficients of seals by finite-difference techniques . ASME Journal of Tribology , 109 : 388 – 94 .
  • Guo , Z. , Rhode , D. L. and Davis , F. M. 1996 . Computed eccentricity effects on turbine rim seals at engine conditions with a mainstream . ASME Journal of Turbomachinery , 118 : 143 – 52 .
  • Kanemori , Y. and Iwatsubo , T. 1992 . Experimental study of dynamic fluid forces and moments for a long annular seal . ASME Journal of Tribology , 114 : 773 – 8 .
  • Kanemori , Y. and Iwatsubo , T. 1994 . Forces and moments due to combined motion of conical and cylindrical whirls for a long seal . ASME Journal of Tribology , 116 : 489 – 98 .
  • Kostyuk , A. G. and Shan , T. 1997 . Analysis of nonstationary flows in turbine stage due to rotor whirl (in Russian) . Teploenergetika , 7 : 26 – 33 .
  • Marquette , O. R. , Childs , D. W. and San Anders , L. A. 1997 . Eccentricity effects on the rotordynamic coefficients of plain annular seals: theory versus experiment . ASME Journal of Tribology , 119 : 443 – 8 .
  • Nelson , C. C. and Nguyen , D. T. 1988a . Analysis of eccentric annular incompressible seals. Part 1, A new solution using fast Fourier transforms for determining hydrodynamic force . ASME Journal of Tribology , 110 : 354 – 60 .
  • Nelson , C. C. and Nguyen , D. T. 1988b . Analysis of eccentric annular incompressible seals. Part 2, Effects of eccentricity on rotordynamic coefficients . ASME Journal of Triboiogy , 110 : 361 – 6 .
  • Olimpiev , W. I. 1977 . Influence of the shrouding construction on the generation of low-frequency vibration of turbine rotor . Teploenergetika , 7 : 24 – 8 .
  • Person , V. , Tournerie , B. and Frene , J. 1997 . A numerical study of the stable dynamic behaviour of radial face seals with grooved faces . ASME Journal ofTribology , 119 : 507 – 14 .
  • Puhaczewski , Z. 1993 . “ Experimental investigations of aerodynamic forces in turbine stage leading to selfexcited vibrations of the rotor ” . In Problems of Fluid Flow Machines , 571 – 83 . Gdansk : Wydawnictwo IMP PAN .
  • Rhode , D. L , Hensel , S. J. and Guidry , M. J. 1992 . Labyrinth seal rotordynamic forces using a threedimensional Navier-Stokes code . ASME Journal of Tribology , 114 : 683 – 9 .
  • San Anders , L. A. 1991 . Analysis of variable fluid properties, turbulent annular seal . ASME Journal of Tribology , 113 : 694 – 702 .
  • Scharrer , J. K. 1988 . Theory versus experiment for the rotordynamic coefficient of labyrinth seals. Part I, A two control volume model . ASME Journal of Vibration, Acoustics, Stress, and Reliability Design , 110 : 270 – 80 .
  • Song , S. J. and Martinez-Sahencs , M. 1997 . Rotordynamic due to turbine tip leakage. Part II, Radius scale effects and experimental verification . ASME Journal of Turbomachinery , 119 : 704 – 13 .
  • Traupel , W. 1982 . Themische Turbomaschmen, 2 Band, 3 Auflage , Berlin : Springer-Verlag .
  • Williams , M. , Chen , W. , Brozenski , L. and Eastland , A. 1997 . Three-dimensional finite difference method for rotordynamic fluid forces on seal . Journal of the American Institute of Aeronautics and Astronautics , 35 : 1417 – 20 .

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