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Investigations on kinematic couplings for tool-changing interfaces in highest-precision devices

机译:高精度设备中换刀接口的运动耦合调查

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Highest precision devices are used to measure, manipulate and structure objects with a resolution down to the nanometre range. Manufacturing processes in particular are creating the demand for a highly reproducible tool changing system. The design needs to be free of overconstraints, vacuum compatible and long-term stable. Especially the demand for vacuum compatibility represents a challenge due to friction conditions, which affect the reproducibility. The tool centre point needs to be located very precisely at a defined position in the device. In case of a Cartesian device layout, the position is represented by the virtual intersection of the three linear measuring axes. Manufacturing and assembly tolerances require the adjustment of the tool centre point. Because of the limited space, the adjustment needs to be integrated into the changing system. The usage of various tools requires an individual adjustment at the side of the tool. For this purpose, new arrangements of kinematic couplings are investigated. Neither analytical nor numerical models are suficient to proof the fulfilment of the requirements. Therefore, a setup was developed to measure the reproducibility in five DOF. The metrological properties of the measuring setup were proven by means of a three-dimensional vector-based uncertainty analysis. By using this measuring setup, different arrangements of the coupling points, the influence of the geometry and the material of the coupling members as well as the influence of the adjustment on the reproducibility and long-term stability are investigated with nanometre uncertainty.
机译:最高的精密装置用于测量,操纵和结构对象,其分辨率降至纳米范围。特别是制造工艺正在为高度可重复的刀具改变系统创造需求。该设计需要没有过度约束,真空兼容和长期稳定。特别是对真空兼容性的需求代表由于摩擦条件,这影响重现性。工具中心点需要非常精确地位于设备中的定义位置。在笛卡尔装置布局的情况下,该位置由三个线性测量轴的虚拟交叉点表示。制造和组装公差需要调整工具中心点。由于空间有限,需要将调整集成到更改系统中。各种工具的使用需要在工具侧面进行各个调整。为此目的,研究了运动耦合的新布置。分析和数值模型都没有持才能证明满足要求。因此,开发了一个设置以测量五个DOF中的再现性。通过基于三维向量的不确定性分析证明了测量设置的计量性质。通过使用该测量设置,耦合点的不同布置,几何形状的影响和耦合构件的材料以及对再现性和长期稳定性的调节的影响是用纳米不确定性的。

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