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Design Calculation of Micro-displacement Amplifier Mechanism Based on Bridge Flexure Hinge

机译:基于桥梁挠性铰链的微位移放大器机构的设计计算

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According to the microstructure characteristics of the optical components surface, the paper designs a bridge right-angle flexure hinge driven by a piezoelectric ceramic. It meets the driving micro-displacement magnification requirements and solves the coupling problem in work. Using the calculation formulas of statics and calculation formula of bending moment, the thesis explores the motion law of piezoelectric ceramics with 1 KHZ excitation frequency. Through the exploration of the factors of bridge flexure hinge angle stiffness and tensile stiffness, the mathematical model of input displacement and output displacement is established. Studying the theory about the elimination of motion process coupling, it excavates the function relationships of flexure hinge angle and magnification. And the relationship is unearthed among driving force of piezoelectric ceramic, the flexure hinge stiffness, cutting force and mass of cutter system. The paper establishes their mathematical model between the above elements and the output micro-displacement, and the theoretical result is calculated by Matlab. Finally, using Pro/Engineer 3D digital modeling and analysis of simulation results by Ansys, it is found that the error can be controlled in an acceptable range by comparing the theoretical results with simulation results. Through the above analysis, the theoretical design is found to be reliable and effective.
机译:根据光学元件表面的微观结构特征,设计了一种由压电陶瓷驱动的桥式直角挠曲铰链。满足驱动微位移放大倍数的要求,解决了工作中的耦合问题。利用静力学的计算公式和弯矩的计算公式,探讨了激励频率为1 KHZ的压电陶瓷的运动规律。通过探讨桥梁挠曲铰链角刚度和拉伸刚度的影响因素,建立了输入位移和输出位移的数学模型。研究消除运动过程耦合的理论,挖掘了挠曲铰链角度与放大倍数之间的函数关系。并揭示了压电陶瓷的驱动力,挠性铰链刚度,切削力和刀具系统质量之间的关系。建立了上述元素与输出微位移之间的数学模型,并通过Matlab计算了理论结果。最后,使用Pro / Engineer 3D数字建模和Ansys对仿真结果进行分析,发现可以通过将理论结果与仿真结果进行比较,将误差控制在可接受的范围内。通过以上分析,发现该理论设计是可靠有效的。

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