以振动应力表示的失谐叶片盘振动响应特性研究

Y. Kaneko, Toshio Watanabe, Furukawa Tatsuya, S. Washio
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引用次数: 2

摘要

虽然叶轮机械的叶片盘名义上设计为循环对称(调谐系统),但由于制造公差、材料性能偏差、运行过程中的磨损等原因,单个叶片在圆盘上的振动特性略有不同。这些微小的变化打破了循环对称并分裂了特征值对。实际的带有小变化的叶片盘被称为失谐系统。许多研究者对失谐进行了研究,得出的主要结论是失谐对叶片的强迫响应有不利影响,但对叶片颤振有有利影响。虽然从20世纪80年代开始对失谐现象进行了研究,但对强迫响应的研究大多与谐波励磁力引起的共振幅度增加有关。此外,由于以振动应力表示的放大系数处理的文献较少,因此对以振动应力表示的叶片盘失谐现象的认识不完全清楚。在本研究中,用降阶模型SNM(标称模态子集)检验了以振动应力表示的失谐效应,没有任何假设。通过比较用位移响应表示的放大系数与用振动应力响应表示的放大系数,包括合成应力(von Mises应力和主应力),澄清了用振动应力表示的失谐现象。详细分析了叶片盘结构对放大系数的影响。
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 Vibration Response Characteristics of Mistuned Bladed Disk Expressed by Vibratory Stress
Although bladed disks of turbomachinery are nominally designed to be cyclically symmetric (tuned system), the vibration characteristics of individual blades on a disk differ slightly owing to manufacturing tolerance, deviation of material properties, wear during operation, etc. These small variations break cyclic symmetry and split eigenvalue pairs. Actual bladed disks with small variations are called mistuned systems. Many researchers have studied mistuning and the main conclusion is that while mistuning has an undesirable effect on forced response, it has a beneficial effect on blade flutter. Although mistuning phenomena have been studied since the 1980s, studies on forced response are mostly related to increase in the resonant amplitude due to harmonic excitation force. In addition, because few papers have treated the amplification factor expressed in terms of vibratory stress, the mistuning phenomena of bladed disks expressed in terms of vibratory stress are not fully understood. In this study, the mistuning effect expressed in terms of vibratory stress is examined using the reduced-order model SNM (Subset of Nominal Modes) without any assumptions. By comparing the amplification factor expressed in terms of displacement response with that expressed in terms of vibratory stress response, including synthesized stress (von Mises stress and principal stress), the mistuning phenomena expressed in terms of vibratory stress are clarified. The effect of bladed disk structure on amplification factor is examined in detail as well.
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