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STATISTICAL ANALYSIS OF THE VIBRATION OF MISTUNED CENTRIFUGAL IMPELLERS WITH CRACK DAMAGE

机译:带裂纹损伤的离心式叶轮振动的统计分析

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Statistical analysis of the effects of random mistiming on the nonlinear vibration of a cracked impeller of centrifugal compressor is presented and used to calculate the statistical characteristics of the forced response and the distribution of frequencies. Based on a finite element model, a hybrid interface method of component mode synthesis (CMS) is employed to generate a reduced-order model (ROM) of the cracked impeller. The degrees of freedoms on the crack surfaces are retained in the ROM so that the crack breathing effects can be simulated. Random mistiming is modeled by introducing small variations in Young's modulus of each blade. Then, the resulting nonlinear equations are solved by applying multi-harmonic balance method. Probability distributions of the forced response and frequencies of the mistuned impeller are obtained by a numerical Monte Carlo simulation and are used to calculate means and standard deviations. The results show that as the crack length grows, resonant frequencies tend to decrease, which is a potential feature for crack detection.
机译:给出了随机雾化对离心压缩机裂纹叶轮非线性振动影响的统计分析,并用于计算强迫响应和频率分布的统计特征。在有限元模型的基础上,采用成分模式综合(CMS)的混合接口方法生成了裂纹叶轮的降阶模型(ROM)。裂纹表面上的自由度保留在ROM中,以便可以模拟裂纹的呼吸效果。通过在每个叶片的杨氏模量中引入小的变化来模拟随机雾化。然后,应用多重谐波平衡法求解所得的非线性方程。通过数值蒙特卡洛模拟获得了受力响应的概率分布和雾化叶轮的频率,并将其用于计算均值和标准偏差。结果表明,随着裂纹长度的增加,共振频率趋于降低,这是裂纹检测的潜在特征。

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