复合材料科学与工程 ›› 2015, Vol. 0 ›› Issue (9): 52-56.

• 基础研究 • 上一篇    下一篇

雷达罩产品外型的反演算法

李兴德1,2,3, 周春苹2,3, 张丽2,3, 裘进浩1   

  1. 1.南京航空航天大学,南京 210016;
    2.高性能电磁窗航空重点实验室,济南 250023;
    3.中航工业济南特种结构研究所,济南 250023
  • 收稿日期:2015-02-05 出版日期:2015-09-28 发布日期:2021-09-14
  • 作者简介:李兴德(1967-),男,博士,主要从事蜂窝夹层结构的结构强度研究。
  • 基金资助:
    十二五航空项目(61900100305)

REVERSE ALGORITHM FOR OUTER CONTOUR OF AIRCRAFT RADOME

LI Xing-de1,2,3, ZHOU Chun-ping2,3, ZHANG Li2,3, QIU Jin-hao1   

  1. 1. Nanjing University of Aeronautics and Astronautics, Nanjing 210016, China;
    2. High Performance Electro-Magnetic Window Aviation Lab,Jinan 250023, China;
    3. Research Institute for Special Structures of Aeronautical Composites,Jinan 250023, China
  • Received:2015-02-05 Online:2015-09-28 Published:2021-09-14

摘要: 宽频带雷达罩设计经常从气动外型通过电性能设计得到蜂窝夹层厚度为变厚度的雷达罩的内型。加工后雷达罩成型阳模往往与产品的内型相比产生偏差,从而导致电厚度的不准确。从有偏差的阳模外型出发,通过雷达罩内型面点处的法线、位置角度及相关点附近的厚度函数,形成将内型面点处的法线转换成外型面对应点处的法线的转换矩阵,通过反演循环逐步逼近外表面的数据点。随着循环的进行,转换矩阵的数值及相应点的坐标数值将逐步稳定,当相邻两次矩阵及坐标值变化满足精度时,则循环终止。利用循环终止时的外型面点的坐标、法线及变厚度蜂窝的厚度公式,便可得到夹层结构雷达罩的内外层蜂窝外型面。这样,在模具有偏差时,也能得到符合电厚度要求的雷达罩结构。

关键词: 变厚度, 蜂窝材料, 反演算法, 循环

Abstract: The design of broadband radomes often starts from aerodynamic contour to make electrical performance calculation that ends with obtaining of an optimized radome structure with a changing honeycomb layer thickness on basis of three dimensional surfaces. The male mold used to manufacture radome often has tolerances that lead to inaccuracy of the electrical thickness for the radome wall structure. This paper, by using reverse iteration algorithm, obtains accurate outer contour by using point coordinates and its normal vector of the finished male mold, angle positions of points and thickness formulation of radome. As reverse iteration goes on, point coordinates on outer surface of radome as well as the transformation matrix that changes inner real normal vector to normal vector of outer surface converges. When accuracies are achieved, reverse iteration ends. Using obtained outer surface coordinates, its normal vector as well as the thickness formulation, the outer surface of the two layers of honeycomb can be formed. With this method, precise electrical performances can be achieved even when the shaping mold has discrepancies and tolerancies.

Key words: changing thickness, honeycomb material, reversed algorithm, iteration

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