Applied Mathematics and Mechanics (English Edition) ›› 1985, Vol. 6 ›› Issue (3): 233-240.

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FORCED VIBRATIONS OF ELASTIC SHALLOW SHELL DUE TO THE MOVING MASS

成祥生   

  1. Tongji University, Shanghai
  • 收稿日期:1980-05-07 出版日期:1985-03-18 发布日期:1985-03-18

FORCED VIBRATIONS OF ELASTIC SHALLOW SHELL DUE TO THE MOVING MASS

Cheng Xiang-sheng   

  1. Tongji University, Shanghai
  • Received:1980-05-07 Online:1985-03-18 Published:1985-03-18

摘要: This paper discusses the forced vibrations of the elastic shailow shell due to the moving moss by means of the variational method. In the text mentioned above a series of problems such as the forced vibrations, resonance conditions and critical speed and so forth.

关键词: quasi-linear elliptic equation, generalized solution, maximum principleFORM INVARIANCE AND NOETHER SYMMETRICAL CONSERVED QUANTITY OF RELATIVISTIC BIRKHOFFIAN SYSTEMS$$$$ LUO Shao-kai 1,2,3 (1.Institute of Mathematical Mechanics and Mathema

Abstract: This paper discusses the forced vibrations of the elastic shailow shell due to the moving moss by means of the variational method. In the text mentioned above a series of problems such as the forced vibrations, resonance conditions and critical speed and so forth.

Key words: quasi-linear elliptic equation, generalized solution, maximum principle

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