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NONLINEAR RESPONSE AND STABILITY OF AN EXPERIMENTAL OVERHUNG COMPRESSOR MOUNTED WITH A SQUEEZE FILM DAMPER

机译:用挤压膜阻尼器安装实验超高压缩机的非线性响应和稳定性

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This paper presents rotordynamic data obtained within a test facility studying the aerodynamics of a high-speed centrifugal compressor for aero-engine applications. The experimental overhung compressor is supported by two rolling element bearings. The compressor-end ball bearing is supported by an oil-fed squeeze film damper. After some period of operation, the compressor began to exhibit a unique nonlinear increase in the rotordynamic response followed by an unexpected subsynchronous whirl instability as the speed continued to increase. Finally, as the rotor speed was increased further, the rotor re-stabilized. A numerical model of the compressor system was created using a commercially available software suite. This model indicates the effective weight of the damper support has a significant effect on the frequency of the second critical speed. Increasing this weight causes the second critical speed, originally predicted at 35,200 RPM, to shift down to 15,650 RPM. This increase in the support weight is due to inertial interaction between the damper support and the surrounding static structure. The increased shaft deflection that occurs as the rotor passes through this shifted critical speed causes the damper to lockup, resulting in the increased response observed experimentally. At a slightly higher speed, Alford-type aerodynamic cross-coupling forces excite the two subsynchronous critical speeds. Finally, as the rotor departs from the second critical speed, the damper unlocks and is able to effectively suppress the Alford-type instabilities, allowing the rotor to return to stable operation.
机译:本文介绍了在测试设施中获得的旋转动力学数据,研究了用于空气发动机应用的高速离心压缩机的空气动力学。实验鞋面压缩机由两个滚动元件轴承支撑。压缩机端球轴承由油送挤压膜阻尼器支撑。在一段时间的操作之后,压缩机开始表现出旋转动力学响应的独特非线性增加,然后在速度继续增加时出现意外的子同步旋转不稳定。最后,随着转子速度进一步增加,转子重新稳定。使用市售的软件套件创建压缩机系统的数值模型。该模型表示阻尼器支持的有效权重对第二临界速度的频率具有显着影响。增加这一重量会导致第二临界速度,最初预测为35,200 rpm,向下移动到15,650 rpm。支撑重量的这种增加是由于阻尼器支撑件和周围的静态结构之间的惯性相互作用。随着转子通过这种移位的临界速度而发生的增加的轴偏转使阻尼器锁定,导致实验观察到增加的响应。以略高的速度,阿尔福德型空气动力交叉耦合力激发了两个临界临界速度。最后,随着转子从第二临界速度离开第二临界速度,阻尼器解锁并且能够有效地抑制阿尔福德型不稳定性,允许转子返回到稳定的操作。

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