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粘弹性材料板的弯曲 被引量:2

The Bending of the Viscoelastic Plate
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摘要 本文采用Boltzman本构关系对线粘弹性薄板进行了静力分析,给出了板的一般方程,并用四边简支的分布载荷下的矩形板弯曲作例子,说明了这一分析方法的简便性。 The static analysis of a liner viscoelastic plate and its general equation are sudied in accordance with the relationship between the stress and the strain expressed by Boltzman principle. As an example in the paper,we show how a rectangular plate with distributed load and single supports at boundaries gets to bend.
作者 崔东方
出处 《中原工学院学报》 CAS 1993年第3期12-16,共5页 Journal of Zhongyuan University of Technology
关键词 Boltzman方程 线粘弹性薄板 弯曲 Blotzman equation,liner viscoelastic thin plate,bend.
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参考文献1

  • 1杜庆华,郑百哲.应用连续介质力学[M]清华大学出版社,1986.

同被引文献10

  • 1[1]Pister K S.Viscoelastic plate on a viscoelastic foundation.J Eng Mech Div,ASCE,1961,87,(1):43-54
  • 2[2]Garai M M.Deflection of an equilateral triangular plate of elastic material due to uniform load,the plate resting on viscoelastic foundation.Revne Roumaine des Sciences Technique,Serie de Mechnique Appliquee,Bucarest,Romania,1976,21 (4):575-579
  • 3[3]Sonoda K,Kobayashi H,Ishio T.Circular plates on linear viscoelastic foundations.J Eng Mech Div,ASCE,1978,104(4):819-828
  • 4[4]Sonada K,Kobayashi H.Rectangular plates on linear viscoelastic foundations,J Eng Mech Div,ASCE,1980 106(2); 323-338
  • 5杨挺青,鲁红兵,黄玉盈.粘弹性基支薄板的准静态弯曲[J].华中工学院学报,1987,(1).
  • 6[1]Pister K S.Viscoelastic plate on a viscoelastic foundation.J Eng Mech Div ASCE,1961 ;87:43-54
  • 7[2]Sonada K,Kobayashi H.Rectangular plateson linear viscoelastic foundations.J Eng Mech Div ASCE,1980;106 (EM2):323-338
  • 8[6]杨挺青,罗文波,徐平,等.粘弹性理论与应用.北京:科学出版社,2004
  • 9孙远翔,马和中,高镇同,张双寅.正交铺设层合板的蠕变屈曲分析[J].固体力学学报,1998,19(4):347-354. 被引量:10
  • 10何煌,唐国金,蒋志刚,王可晟.编织复合材料圆柱壳的蠕变屈曲分析[J].重庆交通学院学报,2003,22(4):35-38. 被引量:3

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