Applied Mathematics and Mechanics (English Edition) ›› 1981, Vol. 2 ›› Issue (2): 183-188.

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On a Theory of Micropolar Protoelastic Material Bodies and Constitutive Equations for Nonlocal Micropolar Elastic Continua

戴天民   

  1. Southwestern Jiaotong University, Emei, Sichuan
  • 收稿日期:1980-05-01 出版日期:1981-03-18 发布日期:1981-03-18

On a Theory of Micropolar Protoelastic Material Bodies and Constitutive Equations for Nonlocal Micropolar Elastic Continua

Tai Tien-min   

  1. Southwestern Jiaotong University, Emei, Sichuan
  • Received:1980-05-01 Online:1981-03-18 Published:1981-03-18

摘要: In this paper the definition of micropolar protoelastic material bodies is given and with the help of the principle of virtual power, the variational principle of those bodies is derived. In terms of that same idea and the definition of micropolar protopotential presented here, the constitutive equations for nonlocal micropolar elastic continue are naturally derived.

关键词: system of impulsive Volterra integral equations, Tonelli’s method, extremal solutions, cone and partial ordering

Abstract: In this paper the definition of micropolar protoelastic material bodies is given and with the help of the principle of virtual power, the variational principle of those bodies is derived. In terms of that same idea and the definition of micropolar protopotential presented here, the constitutive equations for nonlocal micropolar elastic continue are naturally derived.

Key words: system of impulsive Volterra integral equations, Tonelli’s method, extremal solutions, cone and partial ordering

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