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基于正交试验的高铁轴承内圈冷辗扩壁厚均匀性优化分析
引用本文:赵哲骐12 孙宝寿12 束学道12 彭文飞12. 基于正交试验的高铁轴承内圈冷辗扩壁厚均匀性优化分析[J]. 宁波大学学报(理工版), 2017, 0(4): 6-10
作者姓名:赵哲骐12 孙宝寿12 束学道12 彭文飞12
作者单位:1.宁波大学 机械工程与力学学院, 浙江 宁波 315211; 2.浙江省零件轧制成形技术研究重点实验室, 浙江 宁波 315211
摘    要:为提高高铁轴承内圈冷辗扩成形壁厚均匀性, 应用ABAQUS软件建立高铁轴承内圈非对称冷辗扩有限元模型, 并进行了相关模拟. 基于正交试验方法, 以冷辗扩成形后轴承内圈的壁厚均匀性为试验指标, 获得了芯辊初始进给速度(A)、锥辊转速(B)和驱动辊转速(C)对壁厚均匀性的影响规律, 并利用极差分析法和方差分析法对轴承内圈冷辗扩工艺参数进行优化. 研究结果表明, 工艺参数对内圈壁厚均匀性影响的主次顺序为 , 并得到了最佳工艺参数组合.

关 键 词:非对称  壁厚均匀性  正交试验  工艺参数

Optimization analysis of wall thickness uniformity of inner ring of high speed rail bearing on cold rolling based on orthogonal test
ZHAO Zhe-qi1,' target="_blank" rel="external">2,SUN Bao-shou1,' target="_blank" rel="external">2,SHU Xue-dao1,' target="_blank" rel="external">2,PENG Wen-fei1,' target="_blank" rel="external">2. Optimization analysis of wall thickness uniformity of inner ring of high speed rail bearing on cold rolling based on orthogonal test[J]. Journal of Ningbo University(Natural Science and Engineering Edition), 2017, 0(4): 6-10
Authors:ZHAO Zhe-qi1,' target="  _blank"   rel="  external"  >2,SUN Bao-shou1,' target="  _blank"   rel="  external"  >2,SHU Xue-dao1,' target="  _blank"   rel="  external"  >2,PENG Wen-fei1,' target="  _blank"   rel="  external"  >2
Affiliation:1.Faculty of Mechanical Engineering & Mechanics, Ningbo University, Ningbo 315211, China; 2.Zhejiang Provincial Key Laboratory of Part Rolling Technology, Ningbo 315211, China
Abstract:In order to improve the wall thickness uniformity of inner ring of high speed rail bearing on cold rolling, the finite element model of inner ring of high speed rail bearing under asymmetric cold ring rolling process is established through ABAQUS software. Taking the wall thickness uniformity of finished rings as test index, the influence law of the initial feed rate of mandrel (A), cone roller speed (B) and drive roller speed (C) on the wall thickness uniformity is obtained using the orthogonal test method. The parameters of inner ring during cold rolling process are optimized by means of range analysis and variance analysis. The analytical results show that the order of influence of process parameters on the wall thickness uniformity of inner ring is C >A×C >B×C >A >B > A×B, and the optimum combination of process parameters is obtained.
Keywords:asymmetric  wall thickness uniformity  orthogonal test  process parameter
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