首页> 外文会议>World Tribology Congress III 2005 vol.2 >NON-LINEAR DESCRIPTION OF FLOATING RING BEARINGS ROTORDYNAMICS
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NON-LINEAR DESCRIPTION OF FLOATING RING BEARINGS ROTORDYNAMICS

机译:浮动环轴承转子动力学的非线性描述

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Floating ring bearings are commonly used in automotive turbochargers for their low manufacturing costs. However, the strong non-linearity of this configuration prevents the use of traditional rotordynamic techniques to describe their behaivior, thus relegating its design process to a costly trial and error process. A numerical characterization of this non-linearity is hereby presented for a flexible rotor supported on two FRBs. Non-linear techniques such as Poincare and Bifurcation maps, along with traditional rotordynamic techniques, show ranges of periodic, quasiperiodic, and chaotic motion, being the most stable ones related to high unbalance and/or low speeds, though in some cases the periodicity of the motion is reestablished at higher speeds. In all cases chaos is reached through a period doubling route. Shaft flexibility is shown to retard the occurrence of chaos, while excitation of conical motion seems to favor it.
机译:浮动环轴承由于制造成本低而通常用于汽车涡轮增压器。但是,这种配置的强烈非线性妨碍了使用传统的转子动力学技术来描述其性能,因此将其设计过程放到了代价高昂的反复试验过程中。因此,对于在两个FRB上支撑的挠性转子,提出了这种非线性的数值特征。庞加莱和分叉图等非线性技术,以及传统的转子动力学技术,显示出周期性,准周期性和混沌运动的范围,是与高不平衡和/或低速有关的最稳定的范围,尽管在某些情况下运动会以更高的速度重新建立。在所有情况下,都是通过周期加倍的路径来达到混乱。轴的柔韧性被证明可以抑制混乱的发生,而锥形运动的激发似乎更有利于它。

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