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一种叶片截面线光顺及等距面生成方法 被引量:2

Method of Cross-Sectional Curve Fairing and Generation of Equidistant Offset Surface for Blade Surface
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摘要 采用等距面生成球头刀加工刀具轨迹是曲面加工中一种常用的方法。但是,在对叶身曲面进行等距偏置时,经常出现无法偏置的问题。针对该问题,分析了曲面偏置自相交原因,并根据叶片类零件叶身曲面的特点,提出了一种叶身截面线光顺及等距面生成方法。该方法首先采用Kjellander方法将原始截面线进行自动光顺,然后根据光顺后的原始截面线和数据采样法构造偏置截面线,最后通过截面线放样法构造叶身曲面等距面。实例表明,采用Kjellander方法可以实现叶片曲面的自动光顺和叶片曲面等距面的构造。 The using of equidistant offset surface to generate cutter path of bail-end milling is a common way in surface machining, however, in the equidistant offset process of blade surfaces, it's hard to get offset surface. For this issue, the reason of self-intersecting is investigated, and the method of cross-sectional curve fairing of blade and equidistant offset surface generation is presented based on the characteristics of blade surfaces. First, primeval cross-sectional curves gets automatically fairing through Kjellander's method of fairing. Second, offsett cross-sectional curves are structured on the basis of primeval cross-sectional curves after fairing and data sampling method. Finally, the equidistant offset surface can be constructed through all the offset cross-sectional curves by lofting. The example indicates that using Kjellander's method of fairing can fair automatically blade surface and structure the equidistant offset surface.
出处 《航空制造技术》 2015年第1期115-118,共4页 Aeronautical Manufacturing Technology
关键词 叶片 截面线 等距面 光顺 Blade Cross-sectional curve Equidistant offset surface Fairing
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参考文献16

  • 1Klass R. An offset spline approximation for plane cubic splines. Computer-Aided Design, 1983,15 (4):297-299.
  • 2Hoschek J. Spline approximation of offset curves. Computer Aided Geometric Design,1988,5(5):33-40.
  • 3Pham B. Offset approximation of uniform B-splines Aided Design, 1988, 20 (8):471-474.
  • 4蒋大为,李安平.空间等距线的NURBS形式[J].航空计算技术,1995,25(2):33-38. 被引量:3
  • 5尹小奎,李奇敏,叶仲泉,蒋恒恒.NURBS曲面光顺方法综述[J].图学学报,2012,33(5):13-18. 被引量:6
  • 6Pham B. Offset curves and surfaces: a brief survey. Computer Aided Design, 1992(4):223-229.
  • 7Peigl L A, Tiller W. Computing offsets of NURBS curves and surfaces. Computer-Aided Design, 1999,31(2):147-156.
  • 8Shen H, Fu J, Chen Z,et al. Generation of offset surface for tool path in NC machining through level set methods. The International Journal of Advanced Manufacturing Technology, 2010, 46(9): 1043-1047.
  • 9吴大任.微分几何讲义[M].北京:人民教育出版社,1979..
  • 10Peigl L A, Tiller W. Computing offsets of NURBS curves and surfaces. Computer-Aided Design, 1999, 31(2):147-156.

二级参考文献28

  • 1焦李成,谭山,刘芳.脊波理论:从脊波变换到Curvelet变换[J].工程数学学报,2005,22(5):761-773. 被引量:40
  • 2秦开怀.非均匀B样条曲线升阶的新算法[J].计算机学报,1996,19(7):537-542. 被引量:10
  • 3李奇敏,柯映林,何玉林.基于非均匀B样条小波的NURBS曲面光顺[J].中国机械工程,2007,18(5):577-582. 被引量:5
  • 4马利庄;石教英.曲线曲面的几何光顺算法[J]计算机学报,1996210-216.
  • 5朱心雄.自由曲线曲面造型技术[M]北京:科学出版社,2000358-360.
  • 6Lott N J,Pullin D I. Method for fairing B-spline surfaces[J].Computer-Aided Design,1988,(10):597-604.
  • 7Moreton H P,Sequin C H. Functional optimization for fair surfaces design[J].Computers and Graphics,1992,(02):167-175.
  • 8Zhang Caiming,Zhang Pifu,Cheng Fuhua. Fairing spline curves and surfaces by minimizing energy[J].Computer-Aided Design,2001,(13):913-923.doi:10.1016/S0010-4485(00)00114-7.
  • 9Bertram M. Single-knot wavelets for non-uniform B-splines[J].Computer Aided Geometric Design,2005,(09):849-864.doi:10.1016/j.cagd.2005.04.008.
  • 10施法中.计算机辅助几何设计与非均匀有理B样条[M]北京:高等教育出版社,2001285-293.

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