首页> 外文期刊>日本機械学会論文集. C編 >Displacement Analysis of Planar Link Mechanisms with Large-Deflective Elastic Hinges (Proposal of Self-Equilibrium Convergence Method and Its Application to Parallel Spring Mechanism)
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Displacement Analysis of Planar Link Mechanisms with Large-Deflective Elastic Hinges (Proposal of Self-Equilibrium Convergence Method and Its Application to Parallel Spring Mechanism)

机译:大挠度弹性铰链平面连杆机构的位移分析(自平衡收敛方法的建议及其在平行弹簧机构中的应用)

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摘要

As an effective method to eliminate friction and the need to lubricate between the pairs in the link mechanism, revolute pairs are replaced with large-deflective elastic hinges. In this paper, we propose the self-equilibrium convergence method (SECM) to analyze the large--deformed mechanism, and this method is applied to cantilever beam model with vertical tip load. The validity of proposed method is confirmed when comparing it with the exact solution. The accuracy of this method is higher with the increasing number of elements and number of iterations. Also, a practical example, it is applied to displacement analysis of the parallel spring mechanism with large-deflective elastic hinges instead of revolute pairs. The validity of this method is confirmed with the results of experiment.
机译:作为消除摩擦和润滑连杆机构中的副之间润滑的有效方法,旋转副被大挠度弹性铰链代替。本文提出了一种自平衡收敛方法(SECM)来分析大变形机制,并将该方法应用于具有垂直尖端载荷的悬臂梁模型。将其与精确解进行比较,证实了所提方法的有效性。随着元素数量的增加和迭代次数的增加,此方法的准确性更高。另外,在实际示例中,将其应用于具有大挠度弹性铰链而不是旋转副的平行弹簧机构的位移分析。实验结果证实了该方法的有效性。

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