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Experiment and multiobjective optimization design of tape-spring hinges

机译:弹簧弹簧铰链的实验与多目标优化设计

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Flexible tape-spring hinges can be folded elastically and are able to self-deploy by releasing stored strain energy with fewer component parts and slight weights. This study presents a detailed investigation of the folding and deployment of single-layer tape-spring (SLTS) hinges and double-layer tape-spring (DLTS) hinges under pure bend loading. The material properties of tape-spring hinges are measured using an INSTRON machine. A DLTS hinge construction is created, and its moment-rotation relationship during quasi-static deployment is measured. An experiment is conducted to verify the validation of the numerical models for the DLTS hinges. The quasi-static deployment behavior of SLTS hinges and DLTS hinges is then analyzed using nonlinear finite element ABAQUS/Explicit solver, starting from the complete folded configuration. The DLTS hinge has good quasi-static deployment performances with regard to maximum stress (S m ), steady moment (M *) and the peak moment (M d ) during the DLTS hinge quasi-static deployment. In addition, the sampling designs of the DLTS hinges are created based on a three-level full factorial design of experiments (DOE) method. The surrogate models of S m , M * and M d of the DLTS hinges are derived using response surface method (RSM) to reduce the computational cost of quasi-static folding and deployment of numerical simulations. The Multiobjective optimization design (MOD) of the DLTS hinge is performed using modified non-dominated sorting genetic algorithm (NSGA-II) algorithm to achieve the optimal design. The finite element models for the optimal design based on numerical method are established to validate the optimization results.
机译:柔性带状弹簧铰链可以弹性折叠,并且可以通过释放存储的应变能而减少零件数量和重量,从而实现自我部署。这项研究提出了在纯弯曲载荷下单层带弹簧(SLTS)铰链和双层带弹簧(DLTS)铰链的折叠和展开的详细研究。带簧铰链的材料性能是使用INSTRON机器测量的。创建了DLTS铰链结构,并测量了准静态展开过程中的力矩-旋转关系。进行了一项实验,以验证DLTS铰链数值模型的有效性。然后从完全折叠的配置开始,使用非线性有限元ABAQUS / Explicit求解器分析SLTS铰链和DLTS铰链的准静态展开行为。 DLTS铰链在准静态展开过程中的最大应力(S m),稳定力矩(M *)和峰值矩(M d)方面具有良好的准静态展开性能。此外,DLTS铰链的采样设计是基于三级全因子实验设计(DOE)方法创建的。 DLTS铰链的S m,M *和M d的替代模型是使用响应面方法(RSM)导出的,以减少准静态折叠的计算成本和数值模拟的部署。 DLTS铰链的多目标优化设计(MOD)使用改进的非支配排序遗传算法(NSGA-II)算法执行,以实现最佳设计。建立了基于数值方法的优化设计有限元模型,以验证优化结果。

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