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首页> 外文期刊>Journal of intelligent material systems and structures >Tuned Lamb Wave Excitation and Detection with Piezoelectric Wafer Active Sensors for Structural Health Monitoring
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Tuned Lamb Wave Excitation and Detection with Piezoelectric Wafer Active Sensors for Structural Health Monitoring

机译:利用压电晶片有源传感器对羔羊波进行调谐和检测,以进行结构健康监测

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The capability of embedded piezoelectric wafer active sensors (PWAS) to excite and detect tuned Lamb waves for structural health monitoring is explored. First, a brief review of Lamb waves theory is presented. Second, the PWAS operating principles and their structural coupling through a thin adhesive layer are analyzed. Then, a model of the Lamb waves tuning mechanism with PWAS transducers is described. The model uses the space domain Fourier transform. The analysis is performed in the wavenumber space. The inverse Fourier transform is used to return into the physical space. The integrals are evaluated with the residues theorem. A general solution is obtained for a generic expression of the interface shear stress distribution. The general solution is reduced to a closed-form expression for the case of ideal bonding which admits a closed-form Fourier transform of the interfacial shear stress. It is shown that the strain wave response varies like sinya, whereas the displacement response varies like sinc gamma a. Maximum coupling is achieved when the PWAS length equals the half wavelength of a particular Lamb wave mode. Since Lamb wave modes wavelengths vary with frequency, the tuning of certain modes at certain frequencies can thus be achieved. Tuning curves are derived and verified against experimental results. A particular S_o mode 'sweet spot' is found at 300 kHz for a 7-mm PWAS attached to a 1.6-mm aluminum plate. Crack detection via the pulse echo technique using the phased array principle and tuned S_o mode Lamb waves is demonstrated as an effective structural health monitoring method.
机译:探索了嵌入式压电晶片有源传感器(PWAS)激发和检测调谐的Lamb波以进行结构健康监测的能力。首先,简要介绍了兰姆波理论。其次,分析了PWAS的工作原理及其通过薄胶层的结构耦合。然后,描述了带有PWAS换能器的Lamb波调谐机制的模型。该模型使用空间域傅立叶变换。分析在波数空间中进行。傅立叶逆变换用于返回物理空间。用残差定理评估积分。获得了界面剪切应力分布的一般表达式的一般解。对于理想的粘结情况,一般的解决方案简化为闭合形式的表达式,它允许界面剪切应力的闭合形式的傅里叶变换。结果表明,应变波响应像sinya一样变化,而位移响应像sinc gamma a一样变化。当PWAS长度等于特定Lamb波模式的一半波长时,可以实现最大耦合。由于兰姆波模式波长随频率而变化,因此可以实现某些模式在某些频率下的调谐。推导了调谐曲线,并针对实验结果进行了验证。对于附接到1.6毫米铝板上的7毫米PWAS,在300 kHz处发现了一个特殊的S_o模式“最佳点”。通过使用相控阵原理和调谐S_o模式兰姆波的脉冲回波技术检测裂纹被证明是一种有效的结构健康监测方法。

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