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Numerical and Experimental Verification of a Method for Prognosis of Inclined Edge Crack in Cantilever Beam Based on Synthesis of Mode Shapes

机译:基于模式形状合成的悬臂梁倾斜边缘裂纹预后的数值和实验验证

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A crack in the vibrant structures can lead to premature failure if it is not identified in early stages. The failure rate increases as the crack growth increases due to the structure becomes weaker. Therefore, crack identification and type of crack is a key issue. The existence of cracks which influence the performance of structure as well as the vibration parameters such as; natural frequencies, mode shapes, stiffness and modal damping. Our current investigation is to model an inclined open edge crack in a cantilever beam and analyze the model using a finite element package, as well as experimental approach. A finite element model has been developed in this paper to analyze the variation of modal parameters according to the location, size and inclination of a crack in the cantilever beam having inclined edge crack. The proposed method is based on measured frequencies and mode shapes of the beam. The experiments are also carried out using specimens having inclined edge cracks of different depths, positions and crack inclinations to validate the FEA results achieved.
机译:如果在早期阶段未识别,则充满活力结构中的裂缝可能导致过早失效。由于结构较弱,由于裂纹增长的裂缝增长增加,失效率增加。因此,裂缝识别和裂缝类型是一个关键问题。存在影响结构性能以及振动参数的裂缝的存在,如;自然频率,模式形状,刚度和模态阻尼。我们目前的调查是在悬臂梁中模拟倾斜的开口边缘裂缝,并使用有限元包来分析模型,以及实验方法。本文开发了有限元模型,以分析根据具有倾斜边缘裂纹的悬臂梁中裂缝的位置,尺寸和倾斜度的模态参数的变化。所提出的方法基于光束的测量频率和模式形状。还使用具有不同深度,位置和裂缝倾斜的倾斜边缘裂缝的样本进行实验,以验证所达到的FEA结果。

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