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A phase-field model for anisotropic brittle fracturing of piezoelectric ceramics

机译:压电陶瓷各向异性脆性断裂的基相模型

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摘要

Piezoelectric ceramics are inherently brittle materials that show electromechanical coupling under electrical and mechanical stimuli. In the last decades piezoelectric materials have garnered significant attention due to their established applications as sensors and actuators. In this context the structural reliability of such materials under varied conditions is paramount. In the present work we propose a phase-field approach to model crack propagation in a coupled electromechanical setting. The proposed framework accounts for anisotropic crack propagation by employing appropriate structural tensors that enter the crack-surface-density function as additional arguments. Appropriate choices of degradation functions allow for the accommodation of varied electrical boundary conditions along cracks. Based on experimental results available in the literature, we employ a non-associative dissipative framework in which fracturing processes are driven by the mechanical part of the coupled electromechanical driving force alone. The modeling capabilities of the proposed framework are demonstrated by a set of numerical examples in two and three spatial dimensions.
机译:压电陶瓷是固有的脆性材料,其在电气和机械刺激下显示机电耦合。在过去的几十年中,由于其作为传感器和执行器的既定应用,压电材料造成了重大关注。在这种情况下,在不同条件下这种材料的结构可靠性至关重要。在本作工作中,我们提出了一种相域方法来模拟耦合机电设置中的裂纹传播。所提出的框架通过采用适当的结构张量子作为额外的参数,通过采用适当的结构张量来占各向异性裂纹传播。适当的降解功能选择允许沿着裂缝的变化的电气边界条件的容纳。基于文献中可获得的实验结果,我们采用了非关联耗散框架,其中压裂过程由耦合机电驱动力的机械部分驱动。所提出的框架的建模能力通过两种和三个空间尺寸的一组数值例来证明。

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