2020
DOI: 10.1016/j.cja.2020.04.001
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Nonlinear dynamic behavior of a flexible asymmetric aero-engine rotor system in maneuvering flight

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Cited by 33 publications
(9 citation statements)
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“…For the safe operation of the rotating machinery, the rotation angle β of the raft should not be too large, so there are approximate expressions 20,26 Finally, the differential equations of the system can be obtained in which m 1 is the mass of the rotor, e 1 is the rotor eccentricity, and ω is the rotating speed of the rotor; F x and F y are oil film reaction forces; m 2 is the mass of raft, and J 2 is the polar moment of inertia of the raft; k normalv and k v 1 denote the vertical linear and cubic nonlinear stiffnesses, respectively; k normalh and k h 1 denote the horizontal linear and cubic nonlinear stiffnesses of airbags, respectively; and c normalv and c normalh are the vertical and horizontal linear damping factors of airbags.…”
Section: Dynamic Model Of the Systemmentioning
confidence: 99%
“…For the safe operation of the rotating machinery, the rotation angle β of the raft should not be too large, so there are approximate expressions 20,26 Finally, the differential equations of the system can be obtained in which m 1 is the mass of the rotor, e 1 is the rotor eccentricity, and ω is the rotating speed of the rotor; F x and F y are oil film reaction forces; m 2 is the mass of raft, and J 2 is the polar moment of inertia of the raft; k normalv and k v 1 denote the vertical linear and cubic nonlinear stiffnesses, respectively; k normalh and k h 1 denote the horizontal linear and cubic nonlinear stiffnesses of airbags, respectively; and c normalv and c normalh are the vertical and horizontal linear damping factors of airbags.…”
Section: Dynamic Model Of the Systemmentioning
confidence: 99%
“…The structure diagram of the journal bearing, see in Figure 3. The transient oil film pressure distribution p ( θ , z ) satisfies the Reynolds equation 10,11,14,18…”
Section: Dynamic Modelmentioning
confidence: 99%
“…Furthermore, Qiu et al 8 and Yi et al 9 established a finite element model of the rotor-bearing system under base angular motion and studied its dynamic behavior considering the effect of time base angular motion on the dynamic behaviors of the asymmetric rotor-bearing system. Considering the effect of base motion, a dynamic equation of rotor system supported by squeeze film damper under base excitation was established by Chen et al, 1012 and the dynamic characteristics of the system were studied, and Gao et al 13,14 analyzed the dynamic characteristics of aero-engine rotor system under maneuvering flight from theoretical simulation and experimental perspectives. The above researches are all about the dynamic behaviors of the rotor-bearing system considering base motion in the airborne field.…”
Section: Introductionmentioning
confidence: 99%
“…e subharmonic resonance and irregular motions caused by maneuver were observed. Gao et al [17] established a flexible asymmetric rotor system with ball bearings and SFD during maneuver flight. e vibration characteristics in conditions of accelerative motion, angular motion, and pitching flight were studied.…”
Section: Introductionmentioning
confidence: 99%