用于结构健康监测的自传感压电复合材料板导波的产生和传播

Junzhen Wang, Yanfeng Shen
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引用次数: 3

摘要

本文对各向异性压电复合材料中导波的产生、传播、与损伤的相互作用和接收进行了系统的数值研究。该方法采用压电复合材料作为承载元件和传感元件。为了解导波在压电复合材料板中的传播特性,对具有Bloch-Floquet边界条件的板单元胞进行了有限元模态分析。利用具有吸收边界条件的谐波分析模型研究了导波的产生和调谐特性。研究了产生的波模与层合层方向的关系。随后,引入了一种冲击损伤模型,并将其建模为一组锥形分层层和层内沿厚度方向的刚度损失。利用商用有限元软件ANSYS,建立了二维和三维瞬态动力耦合场有限元模型,模拟了导波在正交各向异性压电复合材料板中的产生、传播、与冲击损伤的相互作用和接收过程。此外,通过时域瞬态分析模拟了接触声非线性。采用先进的信号处理技术提取出鲜明的非线性特征。进一步采用频率-波数分析来解析散射波场中的波模和频率分量。最后对全文进行了总结,并对今后的工作提出了建议。
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Guided Wave Generation and Propagation in Self-Sensing Piezoelectric Composite Plates for Structural Health Monitoring
This paper presents a systematic numerical investigation of guided wave generation, propagation, interaction with damage, and reception in anisotropic piezoelectric composite plates. This approach employs piezoelectric composite materials as both load bearing and sensing elements. Finite element modal analysis of a plate unit cell with Bloch-Floquet boundary condition is performed to understand the guided wave propagation characteristics in piezoelectric composite plates. The guided wave generation and tuning characteristics are investigated using the harmonic analysis model with absorbing boundary conditions. The relationship between the generated wave modes and the laminate layup orientations is studied. Subsequently, an impact damage is introduced and modeled as a group of cone shape delaminated layers and stiffness losses within the layers through the thickness direction. 2D and 3D transient dynamic coupled-field finite element models are constructed to simulate the procedure of guided wave generation, propagation, interaction with the impact damage, and reception in an orthotropic piezoelectric composite plate using the commercial finite element software (ANSYS). In addition, Contact Acoustic Nonlinearity (CAN) is simulated via time domain transient analysis. Advanced signal processing techniques are used to extract the distinctive nonlinear features. The frequency-wavenumber analysis is further adopted to decipher wave modes and frequency components in the scattered wave field. This paper finishes with concluding remarks and suggestions for future work.
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