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Complex harmonic modal analysis of rotor systems

机译:转子系统的复谐波模态分析

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Complex harmonic analysis for rotor systems has been proposed from the strict complex modal analysis based upon Floquet theory. In this process the harmonic balance method is adopted, effectively associated with conventional eigenvalue analysis. Also, the harmonic coefficients equivalent to dFRFs in harmonic mode has been derived in practice. The modes are classified from identifying the modal characteristics, and the adaptation of harmonic balance method has been proven by comparing the results of the stability analyses from Floque theory and the eigen analysis. The modal features of each critical speed are depicted in quantitatively and qualitatively by showing that the strengths of each component of the harmonic coefficients are estimated from the order of magnitude analysis according to their harmonic patterns. This effectiveness has been verified by comparing with the numerical solutions.
机译:从基于Floquet理论的严格复杂模态分析中提出了转子系统的复杂谐波分析。在此过程中,采用了谐波平衡方法,有效地与常规特征值分析相关联。而且,实际上已经得出了与谐波模式下的dFRF等效的谐波系数。通过识别模态特征对模式进行分类,并且通过比较Floque理论和本征分析的稳定性分析结果,证明了谐波平衡方法的适用性。通过显示谐波系数的每个分量的强度是根据其谐波模式从量级分析中估计的,来定量和定性地描述每个临界速度的模态特征。通过与数值解进行比较,已经验证了这种有效性。

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