• CN:11-2187/TH
  • ISSN:0577-6686

›› 1956, Vol. 4 ›› Issue (2): 219-237.

• 论文 • 上一篇    下一篇

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曲梁应力的新解法

王哲铮   

  1. 西安航空学院
  • 发布日期:1956-06-01

A NEW GRAPHICAL METHOD ON CALCULATING THE NORMAL STRESS OF CURVED BEAMS

Wang Chenchen   

  1. Si-an Institute of Aero-nautical Engineering
  • Published:1956-06-01

摘要: 本文目的在于建立一种解曲梁正应力的方法,它基于应力叠加原理及双曲线作图法,此法避免了在用一般解法时可能发生的若干疑难。本文首先简单回顾了各种求解曲梁正应力的方法,然后对新法的原理及步骤详加论述,最后举例说明其应用。此法不仅可以得到较精确的结果,同时也颇方便;它能直接用于实际的工程计算中。

关键词: Bézier提取, 薄壳, 等几何分析, 非结构化T样条, 积分映射

Abstract: In this article a new method for solving the normal stress in curved beams is established; it is based on the principle of stress superposition and the hyperbolically graphical method; many puzzles are avoided which may be occurred as in solving it in the ordinary way. First of all, a brief review of the methods on calculating the normal stress in curved beams has recommended, then the principles and procedures of the new graphical method of solution are discussed all in detail. At last, the examples for application have been shown. In most cases, this method gives a more accurate result and rather convenient; it can be used in the practical engineering calculation directly.

Key words: Bézier extraction, Integration mapping, Isogeometric analysis, thin-shell theory, unstructured T-splines