Stress Uniformization Process in Specimens during Compression Process with Split Hopkinson Pressure Bar System
摘 要
分析了分离式Hopkinson压杆(SHPB)系统冲击压缩试验过程中试样的应力均匀化过程.结果表明:试样内的应力分布不均匀性在冲击压缩开始时最显著,随着时间的延长,应力分布渐趋均匀;在变形初期,应力分布不均匀主要表现为试样两端的应力水平不同以及应力-时间曲线的进程不同步且伴有较大振荡;用绝对不均匀度α(t)衡量试样内应力分布的不均匀程度,在α(t)-t曲线上存在一明显的转折点M,建议用M点对应的时间表示应力均匀化所需时间.
Abstract
In split Hopkinson pressure bar(SHPB) test,the stress uniformization process in specimens was studied.The results indicate that the stress non-uniformity obviously appeared at the beginning of dynamic compression,which mainly behaved as follows: the level of stress was different at the two bottoms of the specimen and the tenor of stress-time was non-synchronizing along with large vibration.In the course of time,the stress distribution in the specimen gradually got uniformed.The non-uniformity degree of stress distribution in the specimen was judged by absolute stress unevenness α(t).The curve of α(t)-t had an obvious kinkpoint M.It is suggested that the correspondent time of kinkpoint M is the time needed for stress distribution uniformization in the specimen.
中图分类号 TG115.9
所属栏目 试验研究
基金项目
收稿日期 2008/1/26
修改稿日期 2008/6/16
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备注刘瑞堂(1942-),男,河北威县人,教授,博士生导师.
引用该论文: LIU Rui-tang,GUO Chun-huan,ZHANG Zhi-feng. Stress Uniformization Process in Specimens during Compression Process with Split Hopkinson Pressure Bar System[J]. Materials for mechancial engineering, 2009, 33(2): 25~27
刘瑞堂,果春焕,张智峰. 分离式Hopkinson压杆系统冲击压缩过程中试样的应力均匀化过程[J]. 机械工程材料, 2009, 33(2): 25~27
被引情况:
【1】唐文波,刘德顺,唐思文,李鹏南, "高强石墨材料的动态本构模型",机械工程材料 39, 84-88(2015)
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参考文献
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【2】王礼立,王永刚.应力波在用SHPB研究材料动态本构特性中的重要作用[J].爆炸与冲击,2005,25(1):17-25.
【3】Ravichandran G,Subhash G.Critical apprasisal of limiting strain rates for compression testing of ceramics in a split Hopkinson bar[J].Journal of American Ceramic Society,1994,77(1):263-267.
【4】Follansbee P S.Metals Handbook[M].OH: American Society for Metals,1985:198-203.
【5】刘瑞堂,姜风春,张晓欣,等.用于材料动态力学性能研究的测试装置[J].哈尔滨工程大学学报,1991,20(1):13-18.
【6】Davies E D H,Hunter S C.The dynamic compression testing of solids by the method of the split Hopkinson pressure bar[J].J Mech Phys Solids,1963,11:115-179.
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