两交叉直线最短距离的图解法  

Diagram Method of Shortest Distance between Lines on Different Planes

作　　者：刘佳[1] 冷岳峰[1] 苗挺 

机构地区：[1]辽宁工程技术大学机械工程学院,阜新123000 [2]沈阳市辽中县第一高级中学,辽中100200

出　　处：《世界科技研究与发展》2011年第4期534-536,共3页World Sci-Tech R&D

基　　金：中国煤炭工业科技计划项目(MTKJ2009-256)

摘　　要：求解两交叉直线最短距离问题是空间解析几何中的一个重要内容。本文对此问题进行分析,讨论了两交叉直线最短距离的确定,提出两种求解此问题的图解方法,并通过实例,给出具体的图解原理及作图步骤。与画法几何学中常用的换面法和旋转法比较,空间分析和图解原理易于理解,而且图解方法简单直观,作图结果精确。The problem of the shortest distance between lines on different planes is an important content in space analytic geometry. It is ana- lyzed. The shortest distance between lines on different planes is determined. Two kinds of diagram methods are proposed to solve the problem. And specific diagram principles and drawing steps of diagram methods are given. Compared with substitution method and revolution method in the geometry study,the spatial analysis and diagram principles are easier to understand;and the diagram methods is more simple and intuitive, with graphic results more accurate.

关 键 词：两交叉直线 最短距离 图解法 

分 类 号：TH126[机械工程—机械设计及理论]