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首页> 外文期刊>Journal of Mechanisms and Robotics: Transactions of the ASME >Design and Optimization of a Contact-Aided Compliant Mechanism for Passive Bending
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Design and Optimization of a Contact-Aided Compliant Mechanism for Passive Bending

机译:被动弯曲接触辅助顺应机构的设计与优化

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摘要

A contact-aided compliant mechanism (CCM) called a compliant spine (CS) is presented in this paper. It is flexible when bending in one direction and stiff when bending in the opposite direction, giving it a nonlinear bending stiffness. The fundamental element of this mechanism is a compliant joint (CJ), which consists of a compliant hinge (CH) and contact surfaces. The design of the compliant joint and the number of compliant joints in a compliant spine determine its stiffness. This paper presents the design and optimization of such a compliant spine. A multi-objective optimization problem with three objectives is formulated in order to perform the design optimization of the compliant spine. The goal of the optimization is to minimize the peak stress and mass while maximizing the deflection, subject to geometric and other constraints. Flapping wing unmanned air vehicles, also known as ornithopters, are used as a case study in this paper to test the accuracy of the design optimization procedure and to prove the efficacy of the compliant spine design. The optimal compliant spine designs obtained from the optimization procedure are fabricated, integrated into the ornithopter's wing leading edge spar, and flight tested. Results from the flight tests prove the ability of the compliant spine to produce an asymmetry in the ornithopter's wing kinematics during the up and down strokes.
机译:本文介绍了一种称为顺应性脊柱(CS)的接触式辅助顺应性机制(CCM)。当在一个方向上弯曲时它是柔性的,而在相反的方向上弯曲时它是刚性的,从而使其具有非线性弯曲刚度。该机构的基本要素是柔性接头(CJ),它由柔性铰链(CH)和接触面组成。顺应性关节的设计以及顺应性脊柱中顺应性关节的数量决定了其刚度。本文介绍了这种顺应性脊柱的设计和优化。制定了具有三个目标的多目标优化问题,以便对顺应性脊柱进行设计优化。优化的目标是在受到几何和其他约束的情况下,最大程度地减小峰值应力和质量,同时最大程度地提高挠度。拍打翼无人飞行器(也称为“飞鸟”)被用作案例研究,以测试设计优化程序的准确性并证明合规脊柱设计的有效性。将从优化程序中获得的最佳顺应性脊柱设计进行制造,并整合到直升机的机翼前缘翼梁中,并进行飞行测试。飞行测试的结果证明了顺应性脊柱在上下行程期间能够在飞行器的机翼运动学中产生不对称性。

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