阻尼失谐叶片盘振动特性研究

Y. Kaneko, Toshio Watanabe, T. Furukawa
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引用次数: 0

摘要

带有轻微叶片变化的叶片盘被称为失谐系统。许多研究人员认为,虽然失谐会对叶片的强迫响应产生不良影响,但它对叶片颤振(自激振动)有有益的(稳定的)影响。然而,几乎所有的研究都集中在叶片频率的偏差上,很少有研究对阻尼失谐进行研究。在圆盘(整体制造的叶片圆盘)中,阻尼失谐似乎可以忽略不计,因为材料阻尼占主导地位,其偏差很小。然而,在叶根插入盘槽的叶片盘中,在预测叶片盘的共振响应时,由于叶片根与槽部分接触而引起的阻尼失谐是不可忽视的。一些研究表明,在旋转试验中,用半功率法测量的根型叶片盘的结构阻尼在每个叶片中波动很大。阻尼失谐也会影响叶片颤振的稳定性。因此,在预测叶片颤振稳定性时,应考虑阻尼和频率失谐的影响。在此背景下,本研究将阻尼失谐纳入降阶模型,即基本失谐模型,系统地进行了叶片盘的频响和稳定性分析。从计算结果出发,阐明了阻尼失谐对叶片盘受迫振动和自激振动的影响。此外,虽然作者在之前的工作中提出了叶片盘强制振动和不平衡量失谐的同时优化方法,但没有考虑阻尼失谐。在本研究中,还评估了最优失谐系统对阻尼失谐的鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study on the Vibration Characteristics of Bladed Disks With Damping Mistuning
Bladed disks with slight blade variations are referred to as a mistuned system. Many researchers have suggested that while mistuning induces an undesirable effect on the forced response, it provides a beneficial (stabilizing) effect on the blade flutter (self-excited vibration). However, almost all studies have focused on the deviation in the blade frequency, and few studies have investigated damping mistuning. In a blisk (integrally manufactured bladed disk), damping mistuning appears to be negligible because material damping is dominant and its deviation is small. However, in a bladed disk where the blade root is inserted into the disk groove, damping mistuning caused by partial contact between the root and groove during rotation cannot be neglected in predicting the resonant response of a bladed disk. Some works suggest that the structural damping of a root-type bladed disk measured using the half-power method during rotation tests largely fluctuates in each individual blade. Damping mistuning may also affect the stability of the blade flutter. Therefore, in predicting the stability of a blade flutter, the effect of damping and frequency mistuning should be considered. From these backgrounds, in the current study, by incorporating the damping mistuning into a reduced-order model, namely, fundamental mistuning model, frequency response and stability analyses of bladed disks are systematically performed. From the calculated results, the effect of damping mistuning on the forced and self-excited vibrations of bladed disks is clarified. In addition, although the authors proposed a simultaneous optimization method for mistuned bladed disks for forced vibration and amount of unbalance in a previous work, damping mistuning was not considered. In the present study, the robustness of an optimal mistuned system for damping mistuning is also evaluated.
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