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A study on motion of machine tools' hexapod table on freeform surfaces with circular interpolation

机译:圆弧插补在自由曲面上机床六脚架运动的研究

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Accuracy is greatly affected by nonlinear motion of hexapods. This need is more obvious when these mechanisms are used in machining environments where precision and surface qualities are of critical importance. In this paper, comprehensive algorithm for hexapod tool path programming is developed. Using C#.Net, this algorithm is developed based on circular motion and rotation of the table which has the capability of checking nonlinear error and keeping it in a controlled limit as well. Improved Tustin algorithm is used for interpolating circular path. To evaluate the accuracy of the developed algorithm on a freeform surface, a turbine blade is scanned, and its CAD model is developed. Taking zigzag strategies, movement on turbine blade surface is approximated with smaller circles using the algorithm presented in this paper. The output accuracy resulted from interpolation algorithm for passing on turbine blade surface is studied in SimMechanics of MATLAB software. Using Total Station camera, motion path of two turbine blades with different radius curves on the hexapod table is experimentally obtained. Finally, it can be stated that the developed algorithm based on circular interpolation has the capabilities of motion on freeform curves.
机译:六脚架的非线性运动会极大地影响精度。当这些机构用于对精度和表面质量至关重要的加工环境时,这种需求更加明显。本文开发了六足刀具路径编程的综合算法。使用C#.Net,该算法是基于工作台的圆周运动和旋转开发的,它具有检查非线性误差并将其保持在受控范围内的能力。改进的Tustin算法用于插补圆形路径。为了评估在自由曲面上开发的算法的准确性,扫描了涡轮叶片,并开发了其CAD模型。采用之字形策略,使用本文提出的算法,可以用较小的圆来近似估计涡轮叶片表面上的运动。在MATLAB软件的SimMechanics中研究了通过插值算法在涡轮叶片表面通过的输出精度。使用全站仪摄像机,通过实验获得了六脚架上两个半径曲线不同的涡轮叶片的运动路径。最后,可以说,基于圆形插值的改进算法具有在自由曲线上运动的能力。

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