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基于三角网格模型的复杂曲面测点规划 被引量:5

Measured Point Planning of Complex Surfaces Based on Triangular Mesh Models
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摘要 复杂曲面零件检测过程中的测点布局规划方法是影响曲面检测效率的关键因素之一。介绍曲面测量的截面线法,基于三角网格模型的文件格式,提出基于中点偏移抛物线法的触测点生成方法,在此基础上采用非均匀B样条曲线的反求插值法求取截面线,进而采用弦高法进行测点自适应规划。以Visual C++6.0为开发工具,实现了复杂曲面测点的自适应规划。 The measured point planning of complex surfaces is one of the most crucial factors influencing the inspection efficiency.The principle of the section line method was introduced. The creation method of touch measured points was proposed based on midpoint offset parabolic intersection using triangular mesh models. Then the non-uniform B-spline curve was used to obtain the section lines. The method of chord deviation was used to obtain measured points with adaptive distribution. The measured point planning for complex surfaces was realized by taking Visual C ++ 6. 0 as the development tool.
出处 《机床与液压》 北大核心 2015年第23期42-45,53,共5页 Machine Tool & Hydraulics
基金 国家自然科学基金资助项目(51565006) 广西自然科学基金资助项目(桂科自2014GXNSFAA118337) 广西高校科研资助项目(2013ZD048) 广西高校重点实验室主任基金项目(2014JZKG005)
关键词 复杂曲面 测点规划 网格模型 中点偏移抛物线法 检测效率 Complex surface Measured point planning Mesh model Midpoint offset parabolic intersection Inspection efficiency
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  • 1卢杰持 杨金奎 等.曲面的自动跟踪测量和密集数据采集[J].大连理工大学学报,1986,25(1):55-59.
  • 2KIM W S,RAMAN S.On the selection of flatness measurement points in coordinate measuring machine inspection[J].International Journal of Machine Tools and Manufacture,2000,40(3):427-443.
  • 3SAITO K,MIYOSHI T,HOKKAIDO Y.Noncontact 3-D digitizing and machining system for flee-form surface[J].Armals of the CIRP,1991,40(1):483-486.
  • 4SMITH K B,ZHENG Y F.Multi-laser displacement sensor used in accurate digitizing technique[J].Transactions of the ASME,Journal of Engineering for Industry,1990,16(11):482-490.
  • 5LI S Z.Adaptive sampling and mesh generation[J].Computer-AidedDesign,1995,27(3):235-240.
  • 6KAM C L.A geometric decomposition method for part programming of CMMS[C] //Proceeding of Autofact Europe Conf.,1983:1315-1324.
  • 7SZILV(A)SI-NAGY M,M(A)TY(A)SI G.Analysis of STL files[J].Mathematical and Computer Modeling,2003,38(7):945-960.
  • 8STROUD J,XIROUCHAKIS P C.STL and extensions[J].Advance in Engineering Sofiware,2000,31(2):83-95.
  • 9HUGUES H,TONY D,TOM D,et al.Mesh optimization[J].Computer Aided Geometric Design,1994,11(2):179-214.
  • 10MICHAEL G,PAUL S H.Surface simplification using quadric error metric[C] //SIGGRAPH'97 Proceedings of the 24th Annual Conference on Computer Graphics and Interactive Technighes,New York,1997:1-8.

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