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Analysis and optimization of assembly variations for non-rigid parts
引用本文:TANG Qian ZHU Cai-chao LIAO Xiao-yun LU Bo. Analysis and optimization of assembly variations for non-rigid parts[J]. 重庆大学学报(英文版), 2005, 4(3): 125-128
作者姓名:TANG Qian ZHU Cai-chao LIAO Xiao-yun LU Bo
作者单位:[1]State Key Laboratory of Mechanical Transmission, Chongqing University, Chongqing 400030, P.R. China
摘    要:Traditional variation analysis methods are not applicable to non-rigid assemblies due to possible part deformation during the assembly process. This paper presents the use of finite element methods to simulate assembly deformation. The relationship between the parts' variation and the variation of the key points in final assembly for quality control is set up by calculating the spring back deformation after assembly. Moreover, the optimization method for non-rigid assembly variations based on finite element analysis is presented. The optimal objective is to reduce the manufacturing cost. The approach is implemented by using ANSYS and MATLAB. The test example shows that the proposed method is effective and applicable.

关 键 词:装配变化 非刚性零件 有限元分析 质量控制 制造业
文章编号:1671-8224(2005)03-0125-04
收稿时间:2005-04-28
修稿时间:2005-07-08

Analysis and optimization of assembly variations for non-rigid parts
TANG Qian,ZHU Cai-chao,LIAO Xiao-yun,LU Bo. Analysis and optimization of assembly variations for non-rigid parts[J]. Journal of Chongqing University(English Edition), 2005, 4(3): 125-128
Authors:TANG Qian  ZHU Cai-chao  LIAO Xiao-yun  LU Bo
Abstract:Traditional variation analysis methods are not applicable to non-rigid assemblies due to possible part deformation during the assembly process. This paper presents the use of finite element methods to simulate assembly deformation. The relationship between the parts' variation and the variation of the key points in final assembly for quality control is set up by calculating the spring back deformation after assembly. Moreover, the optimization method for non-rigid assembly variations based on finite element analysis is presented. The optimal objective is to reduce the manufacturing cost. The approach is implemented by using ANSYS and MATLAB. The test example shows that the proposed method is effective and applicable.
Keywords:non-rigid parts  assembly deformation  assembly variation optimization  finite element method (FEM)  variations  assembly  optimization  test  example  effective  approach  ANSYS  MATLAB  optimal  objective  reduce  manufacturing  cost  method  based  finite element analysis  final  quality control  spring
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