Applied Mathematics and Mechanics (English Edition) ›› 1985, Vol. 6 ›› Issue (6): 545-558.

• Articles • 上一篇    下一篇

NAVIER SOLUTION FOR THE ELASTIC EQUILIBRIUM PROBLEMS OF RECTANGULAR THIN PLATES WITH VARIABLE THICKNESS IN LINEAR AND NONLINEAR THEORIES

尹思明1, 阮圣璜2   

  1. 1. The Building Design and Survey Institute of Dukou, Dukou, Sichuan;
    2. The Traffic Bureau of Dukou, Dukou, Sichuan
  • 收稿日期:1984-01-23 出版日期:1985-06-18 发布日期:1985-06-18

NAVIER SOLUTION FOR THE ELASTIC EQUILIBRIUM PROBLEMS OF RECTANGULAR THIN PLATES WITH VARIABLE THICKNESS IN LINEAR AND NONLINEAR THEORIES

Yin Si-ming1, Ruan Sheng-huang2   

  1. 1. The Building Design and Survey Institute of Dukou, Dukou, Sichuan;
    2. The Traffic Bureau of Dukou, Dukou, Sichuan
  • Received:1984-01-23 Online:1985-06-18 Published:1985-06-18

摘要: This paper discusses the elastic equilibrium problems of rectangular thin plates of varying thickness and simply supported on all four sides by linear and nonlinear theory. using the Navier method to seek an approach to the problem. and illustrates the solution with two examples. In conclusion, mention is made of scope of application and the convergency of the solution.

关键词: dynamic model, parameter identification, inverse problem, vibration, matrix construction

Abstract: This paper discusses the elastic equilibrium problems of rectangular thin plates of varying thickness and simply supported on all four sides by linear and nonlinear theory. using the Navier method to seek an approach to the problem. and illustrates the solution with two examples. In conclusion, mention is made of scope of application and the convergency of the solution.

Key words: dynamic model, parameter identification, inverse problem, vibration, matrix construction

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