• CN:11-2187/TH
  • ISSN:0577-6686

›› 1979, Vol. 15 ›› Issue (3,4): 93-108.

• 论文 • 上一篇    下一篇

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共轭曲面的曲率张量与曲率导数张量

何乃翔;李世铎   

  1. 豫西机床厂;北京机床研究所
  • 发布日期:1979-06-01

Curvature Tensor and Curvature Derivative Tensor of Conjugate Surfaces

He Naixiang;Li Shiduo   

  1. 豫西机床厂 Beijing Machine Tool Research Institute
  • Published:1979-06-01

摘要: 共轭曲面的二阶微分邻域特性理论,在现有文献中已有许多论述。本文引入曲率导数张量概念论证了曲面的三阶微分邻域特性,推导出适用于一般相对运动条件下的共轭曲面曲率导数张量关系;同时得到了S 21与n 1·q 21的梯度矢量。

关键词: 航天结构件生产 柔性调度 双资源约束 嵌套式蚁群-遗传混合算法

Abstract: The theory of the characteristics of the second order differential neighborhood of conjugate surfaces has been studied by many investigators. In this article the concept of curvature derivature tensor which describes the characteristics of the third order differential neighborhood of a surface is introduced. The relationship between the curvature derivative tensors of conjugate surfaces is derived for general case of relative motion. The gradient vectors of S21 and of n1·q21 are given.