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Simplified time-averaged digital interferometry for vibration studies of microelements

机译:简化的时间平均数字干涉测量微量元素的振动研究

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Among interferometric techniques for analyzing mechanical properties and behaviors of microelements and microsystems time-averaged interferometry deserves particular attention because of its relative simplicity and data video display for arbitrary vibration frequency. This communication presents an implementation of the approach of Petitgrand et al. to quantitative analysis of vibration mode shapes based on the calibration of the fringe contrast variation as a function of the vibration amplitude. Fringe contrast maps for static and resonant frequency states are determined using the four-frame method with the phase shift of π/2 between the frames. Then the dynamic map is divided by the static one to obtain the square of the modulus of the characteristic fringe function. For sinusoidal vibrations it is the zero-order Bessel function J_0 squared with the vibration amplitude encoded in its argument. The simplicity of our approach and speed of calculations are to be emphasized. The fringe processing method proposed is suitable for conventional two-beam and digital speckle interferometry. The results of experiments carried with silicone cantilever beams used in AFM resonant sensors are presented.
机译:在用于分析微量元素的机械性能和微量系统行为的干涉技术中,由于其具有任意振动频率的相对简单性和数据视频显示,因此需要特别注意的时间平均干涉测量。该通信提出了Petitgrand等人的方法的实现。基于振动幅度的边缘对比变化的校准来定量分析振动模式形状。使用具有帧之间的相移的四帧方法确定静态和谐振频率状态的条纹对比度图。然后,动态图由静态图分开以获得特征条纹功能的模量的正方形。对于正弦振动,它是零级贝塞尔函数J_0,其振动幅度在其参数中编码。我们要强调我们的方法和计算速度的简单性。所提出的条纹处理方法适用于传统的双光束和数字斑点干涉法。呈现了在AFM谐振传感器中使用的硅氧烷悬臂梁携带的实验结果。

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