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Topological design of compliant smart structures with embedded movable actuators

机译:具有嵌入式可移动执行器的合规智能结构的拓扑设计

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In the optimal configuration design of piezoelectric smart structures, it is favorable to use actuation elements with certain predefined geometries from the viewpoint of manufacturability of fragile piezoelectric ceramics in practical applications. However, preserving the exact shape of these embedded actuators and tracking their dynamic motions presents a more challenging research task than merely allowing them to take arbitrary shapes. This paper proposes an integrated topology optimization method for the systematic design of compliant smart structures with embedded movable PZT (lead zirconate titanate) actuators. Compared with most existing studies, which either optimize positions/sizes of the actuators in a given host structure or design the host structure with pre-determined actuator locations, the proposed method simultaneously optimizes the positions of the movable PZT actuators and the topology of the host structure, typically a compliant mechanism for amplifying the small strain stroke. A combined topological description model is employed in the optimization, where the level set model is used to track the movements of the PZT actuators and the independent point-wise density interpolation (iPDI) approach is utilized to search for the optimal topology of the host structure. Furthermore, we define an integral-type constraint function to prevent overlaps between the PZT actuators and between the actuators and the external boundaries of the design domain. Such a constraint provides a unified and explicit mathematical statement of the non-overlap condition for any number of arbitrarily shaped embedded actuators. Several numerical examples are used to demonstrate the effectiveness of the proposed optimization method.
机译:在压电智能结构的最佳配置设计中,从易碎的压电陶瓷在实际应用中的可制造性的观点出发,有利的是使用具有预定几何形状的致动元件。但是,保留这些嵌入式致动器的精确形状并跟踪其动态运动比仅允许它们采用任意形状要提出更具挑战性的研究任务。本文提出了一种集成拓扑优化方法,用于采用嵌入式可移动PZT(钛酸锆钛酸铅)执行器的顺应性智能结构的系统设计。与大多数现有研究(在给定主机结构中优化致动器的位置/尺寸或设计具有预定致动器位置的主机结构)相比,所提出的方法同时优化了可移动PZT致动器的位置和主机的拓扑结构,通常是用于放大小应变冲程的柔顺机构。优化过程中使用了组合的拓扑描述模型,其中使用水平集模型跟踪PZT执行器的运动,并使用独立的点向密度插值(iPDI)方法搜索主机结构的最佳拓扑。此外,我们定义了一个积分型约束函数,以防止PZT执行器之间以及执行器与设计域的外部边界之间出现重叠。这样的约束为任意数量的任意形状的嵌入式致动器提供了非重叠条件的统一而明确的数学陈述。使用几个数值示例来证明所提出的优化方法的有效性。

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