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Experimental full field investigations of resonant vibrations for piezoceramic plates by an optical interferometry method

机译:用光学干涉法对压电陶瓷板共振振动进行全场实验研究

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The experimental measurement of resonant frequencies for piezoelectric material is generally performed by impedance analysis. In this paper we employ an optical interferometry method, called amplitude-fluctuation electronic speckle pattern interferometry (AF-ESPI), to investigate the vibration characteristics of piezoceramic plates. This method demonstrates its advantages of combining noise reduction, like the subtraction method, and high fringe sensitivity, like the time-averaged method. As compared with the film recording and optical reconstruction procedures used for holographic interferometry, the interferometric fringes of AF-ESPI are produced instantly by a video recording system. Based on the fact that clear fringe patterns measured by the AF-ESPI method will be shown only at resonant frequencies, both the resonant frequencies and corresponding mode shapes are obtained experimentally at the same time. Excellent quality for the interferometric fringe patterns of the mode shapes is demonstrated. We find from experimental results that the out-of-plane vibration modes (type A) with lower resonant frequencies cannot be measured by impedance analysis and only the in-plane vibration modes (type B) will be shown. However, both the out-of-plane (bending) and in-plane (extension) vibration modes of plezoceramic plates are obtained by the AF-ESPI method. Finally, numerical finite element calculations are also performed, and the results are compared with the experimental measurements. Excellent agreement for the resonant frequencies and mode shapes are obtained from both results. [References: 11]
机译:压电材料的谐振频率的实验测量通常通过阻抗分析进行。在本文中,我们采用一种称为幅度波动电子散斑图案干涉法(AF-ESPI)的光学干涉法来研究压电陶瓷板的振动特性。这种方法展示了将减噪(如减法)和高条纹灵敏度(如时间平均法)相结合的优势。与用于全息干涉术的胶片记录和光学重建程序相比,AF-ESPI的干涉条纹通过视频记录系统立即产生。基于以下事实:通过AF-ESPI方法测得的清晰条纹图案仅会在共振频率下显示,因此可以同时通过实验获得共振频率和相应的振型。展示了模态形状的干涉条纹图案的卓越品质。从实验结果我们发现,谐振频率较低的平面外振动模式(A型)无法通过阻抗分析进行测量,而仅显示平面内振动模式(B型)。然而,通过AF-ESPI方法获得了压电陶瓷板的平面外(弯曲)和平面内(延伸)振动模式。最后,还进行了数值有限元计算,并将结果与​​实验测量结果进行了比较。从这两个结果都获得了谐振频率和振型的极好的一致性。 [参考:11]

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