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基于拓扑优化的薄壁零件装夹布局确定方法 被引量:6

Topological Optimization Based Thin-walled Fixture Layout Design
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摘要 在复杂薄壁件加工过程中,合理的定位点配置可以有效降低加工变形。为了解决薄壁件定位支撑结构的优化设计问题,文章建立了以刚度为目标函数,体积为约束函数的拓扑优化模型。模型将夹具与工件看作同一实体,采取多组件多约束的拓扑优化方法,利用大型商用软件Ansys Work-bench中的拓扑优化设计模块对零件的定位支撑结构进行拓扑优化设计,并对不同支撑条件的变形仿真结果进行了比较,证明了拓扑优化方法在夹具设计中应用的可行性。 In the process of complex thin-walled parts, proper locating point configuration can reduce the distortion. In order to solve the positioning problem of the support structure for the thin-walled parts' op- timization design, the article established a topology optimization model that takes stiffness as the objec- tive function, and volume as the constraints function. In the model the fixture and the workpiece are taken as an entity, the multi-component and multi-constrained topology optimization method is used using the shape optimization module in the commercial FEM software Ansys Workbench to topologically opti- mize the support structure. In addition compared the simulation deformation result with different support- ing conditions and proved the feasibility of applying topological optimization into fixture design.
出处 《组合机床与自动化加工技术》 北大核心 2012年第7期99-102,共4页 Modular Machine Tool & Automatic Manufacturing Technique
基金 组建上海工程技术研究中心科研计划项目(10dz2250300)
关键词 薄壁零件 拓扑优化 夹具设计 ANSYS WORKBENCH thin wall piece topology optimization fixture design Ansys WorkBench
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  • 1Michell G M. The limits of economy of materials in frame structures [ J]. Philosophical Magazine, Series 6, 1904,8 (47) :589 -597.
  • 2K. T. Cheng, N. Olhoff. An Investigation Concerning Opti- mal Design of Solid Elastic Plates [ J]. International Journal of Solids and Structures. 1981,17:305 - 323.
  • 3K. T. Cheng, N. Olhoff. On Non-Smoothness in Optima De- sign of Solid Elastic Plates [ J ] , International Journal of Sol- ids and Structures. 1981,17 ( 7 ) : 59 - 81.
  • 4M. P. Bendsoe, N. Kikuchi. Generating Optimal Topologies in Structural Design Using a Homo-genization Method [ J ]. Computer Methods in Applied Mechanics and Engineering. 1988,71 ( 1 ) : 197 - 224.
  • 5M. P. Bendsoe, Ole. Topology Optimization Theory, Meth- ods and Applications [ M ]. Sigmund springer ,2003 : 1 - 10.
  • 6Virtual topological optimization of scaffolds for rapid prototy- ping Henrique de Amorim Almeida[J] , Paulo Jorge da Silva Brtolo Medical Engineering & Physics 32(2010) :775 -782.
  • 7郭中泽,陈裕泽,张卫红,梅军.基于单元材料属性更改的结构渐进拓扑优化方法[J].机械科学与技术,2006,25(8):928-931. 被引量:23
  • 8左孔天,陈立平,王书亭,张云清,钟毅芳.用拓扑优化方法进行微型柔性机构的设计研究[J].中国机械工程,2004,15(21):1886-1890. 被引量:25
  • 9邓扬晨,陈华,马明亮,章怡宁.基于拓扑优化技术的飞机普通框设计方法研究[J].强度与环境,2005,32(2):39-45. 被引量:14

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