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首页> 外文期刊>Journal of Mechanisms and Robotics: Transactions of the ASME >Design of Planar, Shape-Changing Rigid-Body Mechanisms for Morphing Aircraft Wings
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Design of Planar, Shape-Changing Rigid-Body Mechanisms for Morphing Aircraft Wings

机译:飞机机翼变形的平面可变形状刚体机构设计

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This paper presents a procedure to synthesize planar rigid-body mechanisms, containing both prismatic and revolute joints, capable of approximating a shape change defined by a set of morphing curves in different positions. The existing mechanization process is extended specifically to enable the design of morphing aircraft wings. A portion of the closed-curve morphing chain that has minimal displacement is identified as the structural ground after the segmentation process. Because of the revolute joints placed at the end-points of the ground section, the moving links of the fixed-end morphing chain need to be repositioned relative to each of the desired wing shapes so as to minimize the error in approximating them. With the introduction of prismatic joints, a building-block approach is employed to mechanize the fixed-end morphing chain. The blocks are located in an assembly position to generate a single degree-of-freedom (DOF) mechanism. Because of the additional constraints associated with prismatic joints compared to revolute joints, the size of the solution space is reduced, so random searches of the design space to find solution mechanisms are ineffective. A multi-objective genetic algorithm is employed instead to find a group of viable designs that tradeoff minimizing matching error with maximizing mechanical advantage. The procedure is demonstrated with a synthesis example of a 1-DOF mechanism approximating eight closed-curve wing profiles.
机译:本文提出了一种合成平面刚体机构的程序,该机构同时包含棱柱形关节和旋转关节,能够逼近一组变形曲线在不同位置定义的形状变化。专门扩展了现有的机械化过程,以实现飞机机翼变形设计。在分割过程之后,将具有最小位移的闭合曲线变形链的一部分确定为结构基础。由于旋转接头位于地面部分的端点,因此固定端变形链的活动链节需要相对于每个所需机翼形状进行重新定位,以最大程度地减小近似它们时的误差。随着棱柱形接头的引入,采用了积木方法来机械化固定端变形链。这些块位于组装位置以生成单自由度(DOF)机制。由于与旋转接头相比,棱柱形接头具有更多的约束,因此减小了求解空间的大小,因此对设计空间进行随机搜索以找到求解机制无效。取而代之,采用多目标遗传算法来找到一组可行的设计,这些设计需要权衡最小化匹配误差和最大化机械优势。用一个近似于八个闭合曲线机翼轮廓的1-DOF机构的综合示例演示了该程序。

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