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Dimensionless design model for biaxial Cartwheel flexure hinges

机译:双轴车轮弯曲铰链无量纲设计模型

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摘要

Flexure hinges have been widely used in space-borne telescopes for mounting reflective optics with high surface figure requirements. To realize the three-point flexural mount of a Phi 750 mm primary mirror, a Cartwheel biaxial flexural hinge composed by filleted short beams is proposed and the dimensionless design graph method for the flexural hinge is presented. The finite element analysis is performed on the flexure model to validate the proposed method. We also demonstrate the feasibility of the proposed method experimentally. The maximum relative error of the rotational stiffness between analysis, testing result, and design value is 5.0%. The proposed dimensionless design graph can be used as a design tool to determine the optimal geometry of a spatial flexure hinge rapidly.
机译:弯曲铰链已广泛用于太空望远镜,用于安装具有高表面图要求的反光光学器件。 为了实现PHI 750 mm主镜的三点弯曲支架,提出了一种由成分短梁组成的车轮双轴弯曲铰链,并提出了一种用于弯曲铰链的无量纲设计曲线方法。 有限元分析在弯曲模型上执行以验证所提出的方法。 我们还通过实验证明了所提出的方法的可行性。 分析,测试结果和设计值之间的旋转刚度的最大相对误差为5.0%。 所提出的无量纲设计图可以用作设计工具,以确定空间挠曲铰链的最佳几何形状。

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