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Laser Interferometer Based Measurement for Positioning Error Compensation in Cartesian Multi-Axis Systems

机译:笛卡尔多轴系统中基于激光干涉仪的定位误差补偿测量

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Accuracy is one of the most important key indices to evaluate multi-axis systems’ (MAS’s) characteristics and performances. The accuracy of MAS’s such as machine tools, measuring machines and robots is adversely affected by various error sources, including geometric imperfections, thermal deformations, load effects, and dynamic disturbances. The increasing demand for higher dimensional accuracy in various industrial applications has created the need to develop cost-effective methods for enhancing the overall performance of these mechanisms. Improving the accuracy of a MAS by upgrading the physical structure would lead to an exponential increase in manufacturing costs without totally eliminating geometrical deviations and thermal deformations of MAS components. Hence, the idea of reducing MAS’s error by a software-based alternative approach to provide real-time prediction and correction of geometric and thermally induced errors is considered a strategic step toward achieving the full potential of the MAS. This paper presents a structured approach designed to improve the accuracy of Cartesian MAS’s through software error compensation. Four steps are required to develop and implement this approach: (i) measurement of error components using a multidimensional laser interferometer system, (ii) tridimensional volumetric error mapping using rigid body kinematics, (iii) volumetric error prediction via an artificial neural network model, and finally (iv) implementation of the on-line error compensation. An illustrative example using a bridge type coordinate measuring machine is presented.
机译:准确性是评估多轴系统(MAS)特性和性能的最重要的关键指标之一。诸如机床,测量机和机器人等MAS的准确性会受到各种误差源的不利影响,这些误差源包括几何缺陷,热变形,载荷效应和动态干扰。在各种工业应用中对更高尺寸精度的需求不断增长,因此需要开发出具有成本效益的方法来增强这些机构的整体性能。通过升级物理结构来提高MAS的精度将导致制造成本呈指数增长,而没有完全消除MAS组件的几何偏差和热变形。因此,通过基于软件的替代方法来减少MAS的误差以提供几何和热引起的误差的实时预测和校正的想法被认为是实现MAS的全部潜力的战略性步骤。本文提出了一种结构化方法,旨在通过软件错误补偿来提高笛卡尔MAS的准确性。开发和实施此方法需要四个步骤:(i)使用多维激光干涉仪系统测量误差分量;(ii)使用刚体运动学进行三维体积误差映射;(iii)通过人工神经网络模型进行体积误差预测;最后(iv)实施在线误差补偿。给出了使用桥式坐标测量机的说明性示例。

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