Volume 1: 22nd Biennial Conference on Mechanical Vibration and Noise, Parts a and B 2009
DOI: 10.1115/detc2009-86287
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Resonance Suppression in Multi-DOF Rotating Flexible Structures Using Order-Tuned Absorbers

Abstract: This paper considers the dynamic response and order-tuning of vibration absorbers fitted to a rotating flexible structure under traveling wave (TW) engine order excitation. Of specific interest is the extension of previous results on the so-called no-resonance zone, that is, a region in linear tuning parameter space in which the coupled structure/absorber system does not experience resonance over all rotation speeds. The no-resonance feature was shown to exist for cyclic rotating structures with one structural… Show more

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Cited by 5 publications
(17 citation statements)
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“…Similar results using higher-fidelity blade models is reported in [34]. The linearized sector models and the linear absorber tuning order are discussed in Sect.…”
Section: Review Of the Linear Absorber Tuningsupporting
confidence: 79%
See 1 more Smart Citation
“…Similar results using higher-fidelity blade models is reported in [34]. The linearized sector models and the linear absorber tuning order are discussed in Sect.…”
Section: Review Of the Linear Absorber Tuningsupporting
confidence: 79%
“…Local stability of a stationary point v = (ū,¯ ,v,ς) T , the elements of which are defined implicitly by (34), can be obtained by considering the small perturbations…”
Section: The Coupled Nonlinear Systemmentioning
confidence: 99%
“…The flexural stiffness of each blades are modeled with a linear torsional springs in points a and b and inter-blade coupling and aerodynamic damping is modeled in the distances of r a and r b and with linear springs and dampers [18]. The blade's dynamics are shown with the coordinates of θ and θ .…”
Section: Formulationmentioning
confidence: 99%
“…These absorbers exploit the centrifugal field arising from rotation so that they are tuned to a given order of rotation, rather than to a fixed frequency. By tuning each undamped absorber within a small but finite range, known as no resonance zone, resonance can be avoid for systems with cyclic symmetry [17,18]. In this investigation, the importance of damping is considered and effect of damping of centrifugally driven ordertuned vibration absorber on blade vibration is studied.…”
Section: Introductionmentioning
confidence: 99%
“…u= Q=mty w R= xO=iDU= =@ w OvOQm G= QNDU= 'OwW|t xOv= Q u}at w OwOLt Qw=DWo l} =@ w OQ=O Q= Qk w nQ@Dvt}=O "OvO=O Q= Qk xar=]t OQwt = Q sDU}U l}t=v}O 'V=WDe= |x}Q_v |=yVwQ Q=wO |=ysDU}U x@ \w@Qt |]NQ}e CqO=at pL |= Q@ |OOa VwQ l} [4] u= Q=mty w u=tQ@=y "OvOQm xar=]t = Q x]w@ Qt |= QPo Q=DiQ w OvO=O x=Q= OwOLt Qw=DWo =@ u= R}t=v pt=W |=ysDU}U 1 |NQJwO |=ysDU}U Q@ sm =L |m}t=v}O CqO=at [5] u= Q=mty OvOQm x=Q= = Q lQDWt QwLt l} |wQ Cw=iDt u= QwO |=yCaQU =@ Q=wO sUH wO |oOWpik [6] u} wm w Q@v} R "OvO=O Q= Qk xar=]t OQwt = Q u; |Q}ou}ov=}t VwQ =@ w |UQQ@ |r}rLD w |@ QHD |=yVwQ =@ = Q = Q}t |O= R; xHQO xU |=ysDU}U QO O}OWD = Q sDU}U |}=Q}t w |r=ta= Qw=DWo 'u= QwO QwLt uQ=kD sOa C= QF= [7] u} wm "OvOQm ?U=vt |x}rw= \}=QW R}v w 'u= R}t=v Q=wO |=yQwLt QO O}OWD |oOWpik OvwQ Q@ |W=aDQ= |=y?P=H R= [8] u= Q=mty w uRwo "OQm |UQQ@ = Q |oOWpik |Q}opmW |= Q@ Tm}ri "OvOQm xO=iDU= |O= R; xHQO OvJ Q=wO |=ysDU}U QO O}OWD ?wmQU |= Q@ Q}eDt C=}YwYN =@ |]NQ}e l}DUq=wmU} w O=wt R= xO=iDU= =@ R}v [9] u= Q=mty w 'OriQt=U C= QF= =@ p;xO}= Q}e …”
mentioning
confidence: 99%