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基于砂带表面磨粒分布的螺杆曲面重复磨削区域 表面粗糙度预测
引用本文:董浩生,杨赫然,孙兴伟,董祉序,刘 寅.基于砂带表面磨粒分布的螺杆曲面重复磨削区域 表面粗糙度预测[J].电子测量与仪器学报,2022,36(3):87-95.
作者姓名:董浩生  杨赫然  孙兴伟  董祉序  刘 寅
作者单位:1. 沈阳工业大学机械工程学院;2. 辽宁省复杂曲面数控制造技术重点实验室
基金项目:辽宁省自然科学基金计划指导计划(2019-ZD-0206);;辽宁省博士启动项目(2019BS181)资助;
摘    要:为提高螺杆转子磨削效率开发螺杆同步磨削装置,分别采用不同方式对螺杆凹凸两面进行磨削,由此会在连接处产生重复磨削区域。为保证重复磨削区域表面质量满足螺杆使用要求,对该区域表面粗糙度进行预测。首先基于瑞利分布建立砂带表面磨粒分布模型;在此基础上,根据磨削去除机理及螺杆廓形对磨削后的螺杆表面形貌进行预测;其次,依据表面粗糙轮廓度定义得到不同工艺参数下的表面粗糙度预测值。最后通过螺杆磨削及测量实验验证提出算法的准确性。实验结果表明提出的算法平均误差为6.27%,最低误差为0.16%,因此提出的算法可为螺杆转子砂带磨削表面粗糙度预测提供理论依据。

关 键 词:磨削  表面粗糙度  形貌预测

Prediction of surface roughness in repeated grinding area of screw surface based on abrasive particle distribution on abrasive belt surface
Dong Haosheng,Yang Heran,Sun Xingwei,Dong Zhixu,Liu Yin.Prediction of surface roughness in repeated grinding area of screw surface based on abrasive particle distribution on abrasive belt surface[J].Journal of Electronic Measurement and Instrument,2022,36(3):87-95.
Authors:Dong Haosheng  Yang Heran  Sun Xingwei  Dong Zhixu  Liu Yin
Affiliation:1. College of Mechanical Engineering, Shenyang University of technology,2. Key Laboratory of Numerical Control Manufacturing Technology for Complex Surfaces of Liaoning Province
Abstract:In order to improve the grinding efficiency of screw rotor, a screw synchronous grinding device is developed. Different ways are used to grind the concave and convex sides of screw respectively, which will produce repeated grinding areas at the joints. In order to ensure that the surface quality of the repeated grinding area meets the requirements of the screw, the surface roughness of the area is predicted. Firstly, based on Rayleigh distribution, the abrasive particle distribution model on the surface of sand belt is established. On this basis, the surface morphology of the ground screw is predicted according to the grinding removal mechanism and screw profile. Secondly, according to the definition of surface roughness profile, the predicted values of surface roughness under different process parameters are obtained. Finally, the accuracy of the proposed algorithm is verified by screw grinding and measurement experiments. The experimental results show that the average error of the proposed algorithm is 6. 27% and the minimum error is 0. 16%. Therefore, the proposed algorithm can provide a theoretical basis for the prediction of surface roughness in screw rotor abrasive belt grinding.
Keywords:grinding  surface roughness  shape prediction
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