Applied Mathematics and Mechanics (English Edition) ›› 1981, Vol. 2 ›› Issue (6): 679-698.

• Articles • 上一篇    下一篇

ANALYSIS OF SHALLOW SPHERICAL SHELL WITH CIRCULAR BASE UNDER ECCENTRICALLY APPLIED CONCENTRATED LOADS

包世华, 龙驭球   

  1. Tsinghua University, Beijing
  • 收稿日期:1981-03-15 出版日期:1981-11-18 发布日期:1981-11-18

ANALYSIS OF SHALLOW SPHERICAL SHELL WITH CIRCULAR BASE UNDER ECCENTRICALLY APPLIED CONCENTRATED LOADS

Pao Shih-hua, Long Yu-qiu   

  1. Tsinghua University, Beijing
  • Received:1981-03-15 Online:1981-11-18 Published:1981-11-18

摘要: In this paper, problems of a shallow spherical shell with circular base under eccentrically applied concentrated loads are discussed. The solutions for six cases of eccentrically applied concentrated loads are given, namely(1) Normal concentrated load,(2) Meridional tangential concentrated load,(3) Circumferential tangential concentrated load;(4) Concentrated moment in the tangential plane,(5) Concentrated moment in the meridional normal plane,(6) Concentrated moment in the circumferential normal plane.From the solutions of concentrated loads, the solutions of distributed line loads in the form of cosnfl along the circle are obtained.

关键词: homoclinic chaos, heteroclinic chaos, non-existence of Shilnikov chaos

Abstract: In this paper, problems of a shallow spherical shell with circular base under eccentrically applied concentrated loads are discussed. The solutions for six cases of eccentrically applied concentrated loads are given, namely(1) Normal concentrated load,(2) Meridional tangential concentrated load,(3) Circumferential tangential concentrated load;(4) Concentrated moment in the tangential plane,(5) Concentrated moment in the meridional normal plane,(6) Concentrated moment in the circumferential normal plane.From the solutions of concentrated loads, the solutions of distributed line loads in the form of cosnfl along the circle are obtained.

Key words: homoclinic chaos, heteroclinic chaos, non-existence of Shilnikov chaos

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