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冲击载荷作用下弹塑性圆板动力反直观行为的研究
引用本文:吴桂英,秦冬祺,杨桂通. 冲击载荷作用下弹塑性圆板动力反直观行为的研究[J]. 太原理工大学学报, 2005, 36(6): 669-672
作者姓名:吴桂英  秦冬祺  杨桂通
作者单位:Institute of Applied Mechanics,Taiyuan University of Technology,Taiyuan 030024,China
基金项目:NationalNaturalScienceFoundationofChina(10172063),ShanxiProvinceNaturalSicenceFoundation(20041004)
摘    要:The anomalous dynamic behaviors of struc-tures subjected to a short pulse load have attractedgreat interest.For the first ti me,Symonds andYu[1]found counter-intuitive response when theystudied dynamic behaviors of pin-ended beams un-der i mpact load.The counter-intuitive responsemeans that the permanent deflection of structure isin opposite direction to the load applied.A singledegree of freedom Shanley type model of beamisused to study the influence of thickness and damp-ing[2]to dynamic be…

关 键 词:冲击载荷 弹塑性圆板 动力反直观行为 数学分析 横向脉冲
文章编号:1007-9432(2005)06-0669-04
收稿时间:2005-06-10
修稿时间:2005-06-10

The Research on Anomalous Response of Elasto-plastic Circular Plates due to Pulse Loading
WU Gui-ying,QIN Dong-qi,YANG Gui-tong. The Research on Anomalous Response of Elasto-plastic Circular Plates due to Pulse Loading[J]. Journal of Taiyuan University of Technology, 2005, 36(6): 669-672
Authors:WU Gui-ying  QIN Dong-qi  YANG Gui-tong
Affiliation:Institute of Applied Mechanics, Taiyuan University of Technology, Taiyuan 030024,China
Abstract:Anomalous dynamic response means that final deflection of the structures may be in the direction opposite that of the load rather than in its direction.In this paper the anomalous behaviors of circular plates subjected to short transverse pulse load is studied.The plate is assumed fixed-pinned along the boundary.There exists anomalous response in some narrow loading ranges,so called slots.By further calculations it is shown that this special dynamic behavior is related to coupling effects of internal forces and large plastic deformation after removal loading.Further plastic dissipation will be lead to anomalous dynamic response.This phenomena could be considered as the coupling of the geometry nonlinearity,material nonlinearity,elastic effects and the irrecoverable of the plastic deformation.
Keywords:anomalous response  elasto-plastic circular plates  numerical analysis
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