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A new method of precise orientation adjustment based on matrix similarity for large-scale component

机译:基于矩阵相似度的大规模零件精确方位调整新方法

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Purpose - In the assembly process of the satellite, there will be multiple installation and disassembly operations for the solar wing and the main satellite body (or simulator). However, the traditional method of orientation adjustment by theodolite and two-axis turntable is difficult to coordinate three rotation angles of yaw, pitch and roll, which leads to the complexity of actual operation and dependency on manual experience. Therefore, this paper aims to propose a new method to achieve rapid and precise orientation adjustment. Design/methodology/approach - The similarity relation of the orientation variation matrix in a different coordinate system is studied, and a mapping model of the similarity relation is established. By using multiple element matrices to construct the original rotation matrix, the mapping is solved in quaternion form. Taking the theodolite as a measuring instrument and the Stewart platform as a control equipment, an experiment on installing the solar wing is performed to validate the effectiveness of the algorithm. Findings - Based on the solving algorithm, the orientation adjustment process is simplified to a three-step fixed mode, which is three adjustments to get the parameter of the mapping model, one to adjust the component in place and another to further fine tuning. The final orientation deviation is less than 0.003° and close to the level of using a laser tracker, achieving the required accuracy of 0.0115°. Originality/value - This paper reveals the similarity relation of the variation matrix in the process of orientation adjustment and presents a new method to achieve rapid and precise orientation adjustment for the large-scale component.
机译:目的-在卫星的组装过程中,将对太阳翼和卫星主体(或模拟器)进行多次安装和拆卸操作。然而,传统的经纬仪和两轴转盘进行方位调整的方法难以协调偏航,俯仰和横滚的三个旋转角度,这导致实际操作的复杂性和对人工经验的依赖。因此,本文旨在提出一种新的方法来实现快速,精确的方向调整。设计/方法/方法-研究了不同坐标系中方向变化矩阵的相似关系,并建立了相似关系的映射模型。通过使用多个元素矩阵构造原始旋转矩阵,以四元数形式求解映射。以经纬仪为测量仪器,以斯图尔特平台为控制设备,进行了安装太阳翼的实验,验证了算法的有效性。发现-基于求解算法,方向调整过程简化为三步固定模式,即进行三步调整以获取映射模型的参数,一次调整以调整组件的位置,另一次进行进一步的微调。最终的定向偏差小于0.003°,接近于使用激光跟踪仪的水平,达到了0.0115°的所需精度。独创性/价值-本文揭示了方向调整过程中变异矩阵的相似关系,并提出了一种新的方法来对大型零件进行快速,精确的方向调整。

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