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首页> 外文期刊>Journal of intelligent material systems and structures >Efficient three-node finite shell element for linear and geometrically nonlinear analyses of piezoelectric laminated structures
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Efficient three-node finite shell element for linear and geometrically nonlinear analyses of piezoelectric laminated structures

机译:用于压电层合结构的线性和几何非线性分析的高效三节点有限壳单元

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摘要

>Fiber-reinforced composite laminates involving piezoelectric layers represent a very attractive material system. It combines the advantages of using rather lightweight and stiff material with the possibility of sensing structural changes and actively influencing its state by means of sensors and actuators. A three-node shell element is proposed as an efficient tool for modeling structures made of such a material system. Thoroughly tested solutions are implemented to resolve locking problems intrinsic for shell elements. The embedded piezoelectric layers are considered to be polarized in the thickness direction. Furthermore, the extension of the formulation to geometrically nonlinear finite element analysis is based on a co-rotational formulation. Numerical examples are given to demonstrate the applicability of developed element in linear and geometrically nonlinear finite element analyses covering both actuator and sensor cases.
机译: >纤维增强复合材料涉及压电层的层压材料代表了一种非常吸引人的材料系统。它结合了使用重量轻且坚硬的材料的优势,并具有通过传感器和执行器感应结构变化并主动影响其状态的可能性。提出了三节点壳单元作为一种有效的工具,用于对由这种材料系统制成的结构进行建模。实施了经过全面测试的解决方案,以解决壳元素固有的锁定问题。埋入的压电层被认为在厚度方向上极化。此外,将该公式扩展到几何非线性有限元分析是基于同向旋转公式。数值例子说明了开发的单元在线性和几何非线性有限元分析中的适用性,涵盖了执行器和传感器的情况。

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