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A VAN DER POL BASED REDUCED-ORDER MODEL FOR NON-SYNCHRONOUS VIBRATION (NSV) IN TURBOMACHINERY

机译:基于VAN DER POL的涡轮机械非同步振动(NSV)降阶模型

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This paper demonstrates the potential of using a multi-degree-of-freedom, traditional van der Pol oscillator to model non-synchronous vibration (NSV) in turbomachinery. It is shown that the two main characteristics of NSV are captured by the reduced-order, van der Pol model. First, a stable limit cycle oscillation (LCO) is maintained for various conditions. Second, the lock-in phenomenon typical of NSV is captured for various fluid-structure frequency ratios. This research identifies values and significance of the coupling parameters used in the van der Pol model. These coefficients are chosen to model confirmed instances of experimental NSV, and to develop a preliminary design tool that engineers can use to better design turbomachinery for NSV. Specifically, coefficient tuning from experimental instances of NSV are considered to identify the unknown coupling coefficients in the van der Pol model.The goal of future research will be to identify values and significance of the coupling parameters used in the van der Pol model, to match these coefficients with confirmed instances of experimental NSV, and to develop a preliminary design tool that engineers can use to better design turbomachinery for NSV. Proper orthogonal decomposition (POD) CFD techniques and coefficient tuning from experimental instances of NSV have been considered to identify the unknown coupling coefficients in the van der Pol model. The finalization of this preliminary-design research will be completed in future research.
机译:本文展示了使用多维自由度传统的范德波振荡器来模拟涡轮机的非同步振动(NSV)的潜力。结果表明,NSV的两个主要特征由van der Pol模型的缩小序列捕获。首先,维持稳定的极限周期振荡(LCO)以进行各种条件。其次,针对各种流体结构频率比捕获NSV典型的锁定现象。该研究识别了van der Pol模型中使用的耦合参数的值和意义。选择这些系数以模拟实验NSV的确认实例,并开发初步设计工具,该工具可以用于更好地设计NSV的设计涡轮机械。具体地,从NSV的实验实例中,考虑从VAN der POL模型中的未知耦合系数的系数调整。将来的研究目标是识别van der Pol模型中使用的耦合参数的值和意义这些系数具有实验NSV的确认实例,并开发了工程师可以用于更好地设计NSV的涡轮机械的初步设计工具。已经考虑了从NSV的实验实例的适当正交分解(POD)CFD技术和系数调谐,以识别Van der Pol模型中的未知耦合系数。本初步设计研究的最终确定将在未来的研究中完成。

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