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Electromechanical response of 2-2 layered piezoelectric composites: A micromechanical model based on the asymptotic homogenization method

机译:2-2层压电复合材料的机电响应:基于渐近均匀化方法的微力学模型

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摘要

A micromechanical model based on the asymptotic homogenization technique has been developed to predict the complete elastic, dielectric and piezoelectric properties of a general 2-2 layered piezoelectric composite where the constituent phases are elastically anisotropic and piezoelectrically active. Two classes of layered piezoelectric composites (i.e. longitudinally and transversely layered) are considered in two widely different ceramic-and polymer-based systems and their effective properties are obtained in the limits of both large-volume (i.e. bulk) and small-volume (i.e. thin-film) systems. It is demonstrated that: (i) in the bulk, ceramic-ceramic layered composite system, the elastic, piezoelec tric, and dielectric properties of the composites vary linearly with volume fraction of the second phase, while in the bulk ceramic-polymer layered composite system, the corresponding properties vary non-linearly with volume fraction of the second phase; (ii) in the prismatic (thin-film) layered piezoelectric composite system, the non-vanishing, effective elastic, piezoelectric and dielectric properties vary linearly with the volume fraction of the second phase for both the longitudinally and transversely layered composite structures in the ceramic-ceramic and the ceramic-polymer composite systems; (iii) the ceramic-polymer piezoelectric layered composites that incorporate a low density polymeric phase with lower acoustic impedance generally exhibit enhanced piezoelectric coupling constants and lowered acoustic impedance; (iv) the longitudinally layered composites exhibit higher piezoelectric coupling constants and lower acoustic impedance compared to that of the transversely layered composites; and (v) the best combination of properties for applications such as hydrophones (i.e. the highest piezoelectric coupling constants and the lowest acoustic impedance) is obtained in the ceramic-polymer, longitudinally layered, thin-film, piezoelectric composites.
机译:已经开发了基于渐近均质化技术的微机械模型,以预测一般2-2层压电复合材料的完整弹性,介电和压电性能,其中组成相具有弹性各向异性和压电活性。在两种截然不同的陶瓷和聚合物基体系中考虑了两类分层压电复合材料(即纵向和横向分层),并且在大体积(即大体积)和小体积(即薄膜)系统。结果表明:(i)在块状陶瓷-陶瓷层状复合材料体系中,复合材料的弹性,压电和介电性能随第二相的体积分数线性变化,而在块状陶瓷-聚合物层状复合材料中系统中,相应的特性随第二相的体积分数非线性变化。 (ii)在棱柱形(薄膜)层状压电复合材料系统中,陶瓷中的纵向和横向层状复合结构的不消失,有效的弹性,压电和介电性能随第二相的体积分数线性变化-陶瓷和陶瓷-聚合物复合体系; (iii)结合了低密度聚合物相和较低声阻抗的陶瓷-聚合物压电层状复合材料通常具有增强的压电耦合常数和较低的声阻抗; (iv)与横向层状复合材料相比,纵向层状复合材料显示出更高的压电耦合常数和更低的声阻抗; (v)在陶瓷聚合物,纵向分层的薄膜压电复合物中获得了诸如水听器之类的应用的最佳性能组合(即最高的压电耦合常数和最低的声阻抗)。

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