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On a simplified nonlinear analytical model for the characterisation and design optimisation of a compliant XY micro-motion stage

机译:简化的非线性分析模型,用于顺应性XY微动位移台的表征和设计优化

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Compliant micro-positioning stages offer low-cost high precision and repeatability but limited workspace and nonlinear behaviour. The conventional modelling techniques used to characterise micro-motion stages are often either complex or inaccurate for large displacements. New methods have recently been developed with satisfying results. However, the presented models often focus on one part of the stage characterisation. This paper presents an analytical model used to characterise a compliant XY micro-motion stage in terms of stiffness and working range, taking into account the stress and buckling limitations, motion loss and parasitic displacements. The presented model combines a 6-degree-of-freedom (DOF) linear model and a simplified 2-DOF nonlinear static model. As a case study, this model is used for the design of a micro-motion stage which is intended to be the fine positioning system for a hybrid miniaturised product assembly system. The results generated by the analytical model, the finite element analysis (FEA) and the experimental testing are all in agreement. The analytical model is therefore proven to be suitable for a full characterisation and design optimisation; reducing the computation time from a few hours to a few minutes when using MATLAB rather than FEA software. Its ability to predict the output displacement as a function of the input displacement with a maximum error of less than 2% also makes it suitable for open-loop control. The travel range of the fabricated stage is greater than ±2.3 mm~2 and the maximum cross-coupling error is less than 2.5%.
机译:符合标准的微定位平台可提供低成本的高精度和可重复性,但工作空间和非线性行为有限。用于表征微运动阶段的常规建模技术对于大位移而言通常是复杂的或不准确的。最近已经开发出具有令人满意的结果的新方法。但是,提出的模型通常只关注舞台表征的一部分。本文提出了一种用于分析柔性XY微型位移台的刚度和工作范围的分析模型,其中考虑了应力和屈曲限制,运动损失和寄生位移。提出的模型结合了6自由度(DOF)线性模型和简化的2 DOF非线性静态模型。作为案例研究,此模型用于微动平台的设计,该平台旨在用作混合微型产品组装系统的精细定位系统。分析模型,有限元分析(FEA)和实验测试所产生的结果都是一致的。因此,分析模型被证明适用于全面的特性描述和设计优化。使用MATLAB而不是FEA软件时,可将计算时间从几小时减少到几分钟。它具有根据输入位移预测输出位移的功能,最大误差小于2%,因此也适合开环控制。预制平台的行程范围大于±2.3mm〜2,最大交叉耦合误差小于2.5%。

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