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MACHINING DATA CALCULATING METHOD OF FREE CURVED SURFACE AND MANUFACTURING METHOD OF FREE CURVED SURFACE

机译:自由曲面的加工数据计算方法及自由曲面的制造方法

摘要

PROBLEM TO BE SOLVED: To provide a method for efficiently manufacturing a free curved surface by preventing patternizing of machining marks.;SOLUTION: In this machining data calculating method, the free curved surface is cut by rotating a workpiece around a Z-axis and moving a cutting tool 10 in an X-axis and a Z-axis direction. When the rotation of the workpiece is replaced with the movement of the cutting tool 10, the movement orbit of the cutting tool 10 on a reference surface 18 becomes a spiral S. When a polar coordinate by an angle of rotation θ(°) from a radius vector r and the X-axis is taken on the reference surface 18, the spiral S is expressed by r=r0+d(2π/360)*θ (however, d is negative). When the coordinates of a machining point n, a next machining point n+1 are considered as (rn, θn), (rn+1, θn+1), respectively, "rn+1=rn+Δr", "θn+1=θn+Δθ" are correlated with each other, and the coordinate of the next machining point n+1 is decided sequentially by using both of the coordinate of the last machining point n and a pseudo-random number with its value changed in a fixed range.;COPYRIGHT: (C)2009,JPO&INPIT
机译:解决的问题:提供一种通过防止加工痕迹的图案化来有效地制造自由曲面的方法。解决方案:在这种加工数据计算方法中,通过绕着Z轴旋转工件并移动来切割自由曲面。在X轴和Z轴方向上的切削工具10。当工件的旋转被切削工具10的移动代替时,切削工具10在基准表面18上的移动轨道变为螺旋S。当极坐标为旋转角θ(°)时。从半径向量r开始,在基准面18上取X轴,螺旋S由r = r <Sub> 0 + d(2π/ 360)*θ表示。 (但是,d为负)。当一个加工点n的坐标时,下一个加工点n + 1被认为是(r n ,θ n ),(r n + 1 ,θ n + 1 )分别为“ r n + 1 = r n +Δr”,“ θ n + 1 =θ n +Δ theta;”相互关联,并使用上一个加工点n的坐标和一个伪随机数(其值在固定范围内变化)两者顺序确定下一个加工点n + 1的坐标。 (C)2009,日本特许厅&INPIT

著录项

  • 公开/公告号JP2008246594A

    专利类型

  • 公开/公告日2008-10-16

    原文格式PDF

  • 申请/专利权人 FUJINON CORP;

    申请/专利号JP20070088079

  • 发明设计人 TANIGUCHI TOMOYOSHI;NAKAO KAZUHIRO;

    申请日2007-03-29

  • 分类号B23Q15/00;G05B19/4093;

  • 国家 JP

  • 入库时间 2022-08-21 20:25:29

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