Kinematics modeling and trajectory optimization for precision grinding of variable-parameter helical grooves

IF 3.5 2区 工程技术 Q2 ENGINEERING, MANUFACTURING
Yong Li , Guofu Ding , Zhihui Yang , Changjiu Xia , Zhe Liu , Lei Jiang
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引用次数: 0

Abstract

End mills with variable helix angles in a certain range can suppress the cutting vibration, and the change of the core radius can improve the cutting rigidity and realize the best match between the rigidity and the chip removal performance. However, the existing process cannot accurately realize the continuous variable helix angle along the cutting edge. Moreover, the change in helix angle and core radius increases the difficulty of calculating the grinding trajectory and makes it difficult to control the rake angle accurately, and that results in the performance of this end mill cannot be accurately guaranteed. Therefore, this paper proposed a kinematics modeling and trajectory optimization method for the precision grinding of variable-parameter helical grooves. Firstly, a general grinding kinematics model is established by geometric analysis. Secondly, with the rake angle, helix angle, and core radius as constraints, models are constructed to solve the location and direction parameters of the grinding wheel. Then, the calculation and optimization method of the grinding trajectory for variable-parameter helical grooves is developed. Finally, the experimental verification is carried out and the results show that the maximum rake angle error is 0.09°, the maximum helix angle error is 0.08°, and the maximum core radius error is 0.053 mm. It indicates the grinding kinematics model and the trajectory optimization are correct. This process can also be used to grind complex helical grooves on custom cutting tools such as drills and screw taps.
可变参数螺旋槽精密磨削的运动学建模和轨迹优化
在一定范围内可变螺旋角的立铣刀可抑制切削振动,改变刀芯半径可提高切削刚性,实现刚性与排屑性能的最佳匹配。然而,现有工艺无法精确实现沿切削刃连续可变的螺旋角。而且,螺旋角和刀芯半径的变化增加了磨削轨迹的计算难度,使前角难以精确控制,导致该立铣刀的性能无法得到准确保证。因此,本文提出了变参数螺旋槽精密磨削的运动学建模和轨迹优化方法。首先,通过几何分析建立了一般磨削运动学模型。其次,以前角、螺旋角和铁芯半径为约束条件,建立模型求解砂轮的位置和方向参数。然后,建立了变参数螺旋槽磨削轨迹的计算和优化方法。最后,进行了实验验证,结果表明最大前角误差为 0.09°,最大螺旋角误差为 0.08°,最大砂芯半径误差为 0.053 mm。这表明磨削运动学模型和轨迹优化是正确的。该工艺还可用于磨削钻头和丝锥等定制刀具上的复杂螺旋槽。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
7.40
自引率
5.60%
发文量
177
审稿时长
46 days
期刊介绍: Precision Engineering - Journal of the International Societies for Precision Engineering and Nanotechnology is devoted to the multidisciplinary study and practice of high accuracy engineering, metrology, and manufacturing. The journal takes an integrated approach to all subjects related to research, design, manufacture, performance validation, and application of high precision machines, instruments, and components, including fundamental and applied research and development in manufacturing processes, fabrication technology, and advanced measurement science. The scope includes precision-engineered systems and supporting metrology over the full range of length scales, from atom-based nanotechnology and advanced lithographic technology to large-scale systems, including optical and radio telescopes and macrometrology.
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