大位移情况下控制张弦梁的动力学模型

Paulo R G Kurka, Victor Paiva, Luis Silva-Teixeira, Paola G Ramos, J. Izuka
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引用次数: 0

摘要

大多数关于张弦系统模型的研究都忽略了大静态变形的可能性,或者提供了复杂冗长的解决方案来确定系统动力学。与此相反,本研究提出了一种简单明了的方法来确定张弦梁结构的动态特性,从而在大变形条件下应用振动控制策略。该方法基于带有预应力部件的低阶、自适应、非线性有限元模型。该方法适用于具有高长宽比的 2 级张弦结构的数值和实验模型。结合图像处理和加速度计数据提取了结构的实验自然频率,并与数值结果进行了比较。采用 Prony 方法估算阻尼。
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A dynamical model for the control of a guyed tensegrity beam under large displacements
Most studies regarding models of tensegrity systems miss the possibility of large static deformations or provide elaborate and lengthy solutions to determine the system dynamics. Contrarily, this work presents a straightforward methodology to find the dynamic characteristics of a guyed tensegrity beam structure, allowing the application of vibration control strategies in conditions of large deformations. The methodology is based on a low order, adaptive, nonlinear finite element model with pre-stressed components. The method is applied to numerical and experimental models of a class 2 tensegrity structure with a high length-to-width aspect ratio. Image processing and accelerometer data are combined to extract the experimental natural frequencies of the structure, which are compared to numerical results. Prony's method is applied to estimate damping.
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