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具有公共对称平面的两回转二阶曲面交线的特位点 被引量:1

POINT OF SPECIAL PLACE ON INTERSECTION BETWEEN DOUBLE-REVOLUTION QUADRIC SURFACES WITH SHARED SYMMETRIAL PLANE
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摘要 本文对一类相贯线(其投影为二阶曲线)的特位点给出了通用而简明的作图法,继之用解析法及几何变换法对作图的正确性及其相关问题予以系统证明,并通过实例使此类问题较完满得到解决。 Presentation is given of a brief and universal description method of the point of specail place of those intersection lines of solids whose projection is a quadratic curve. Sysematic proof is made of the correctness of this method and some other rakted problems by employing the analytic approach and geometrical transformation. And a nearly perfect solution is reached through a number of illustrations.
机构地区 淮南矿业学院
出处 《合肥工业大学学报(自然科学版)》 CAS CSCD 1993年第3期56-62,共7页 Journal of Hefei University of Technology:Natural Science
关键词 二阶曲面 相贯线 特位点 交线 quallratic curve quadric surface intersection of solids median line of affne transformation
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参考文献1

  • 1大连工学院工程画教研室编..画法几何学[M].北京:高等教育出版社,1985:276.

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