首页> 外文会议>IASTED International Conference on Applied Simulation and Modelling >FINITE ELEMENTS MODELING FOR THE CHARACTERIZATION OF RIGIDITY INCREMENT OF A PIEZOCERAMIC ACTUATOR INTEGRATED IN THERMOPLASTIC PARTS
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FINITE ELEMENTS MODELING FOR THE CHARACTERIZATION OF RIGIDITY INCREMENT OF A PIEZOCERAMIC ACTUATOR INTEGRATED IN THERMOPLASTIC PARTS

机译:用于热塑性件中集成的压电织式执行器刚性增量表征的有限元模拟

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摘要

Plate and shell laminates that include piezoelectric layers have found increasing use in modern engineering applications, especially in the field of smart structures, where the piezoelectric components are used as actuator and sensor. Many functional constraints prohibit controlling the structure by elements reported on surfaces of the object. Thus, the piezoelectric actuators and sensors necessary for the control of the structures will be integrated into this one, i.e., in material even the material of the shell. The current development of the integrated smart structures is primarily carried out in supports with thermosetting materials which constitute an obstacle to their development in the automobile sector where the parameter of recycling is dominating. For this reason, we propose to use thermoplastic materials. Unfortunately, the current processes of achieving models in smart thermoplastic structures are not directly exploitable for the integration of components such as the piezoelectric actuators and sensors which are fragile and sensitive to the temperature. The objective of this work consists on studying the thermal behavior of piezoelectric actuator in order to characterize its rigidity increment with a systematic increase of temperature by using the homogenization theory and the finite elements modeling developed under "ANSYS" and "ROBOT Millennium" software.
机译:包括压电层的板和壳层层压板已经发现,在现代工程应用中,特别是在智能结构领域中,压电部件用作致动器和传感器。许多功能约束禁止通过对象表面上报告的元素控制结构。因此,控制结构所需的压电致动器和传感器将被整合到该本领域中,即甚至是壳体的材料。集成智能结构的目前的开发主要是在具有热固性材料的支撑中进行的,该材料构成其在循环参数的汽车扇区中的开发障碍。因此,我们建议使用热塑性材料。不幸的是,在智能热塑性结构中实现模型的当前过程不直接利用,用于集成诸如压电致动器和传感器的组件,这些部件易碎,对温度敏感。这项工作的目的是研究压电致动器的热行为,以便通过使用均质化理论和在“ANSYS”和“机器人千年”软件下开发的有限元模型来表征其刚性增量。

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