摘要
为了得到应变率为10~80 s(~1)的动载条件下分层充填体的动态力学特性及变形破坏规律,利用分离式Hopkinson杆系统对其进行冲击加载实验。实验结果表明,分层充填体的动态抗压强度及动态强度增长因子与应变率均存在正相关关系。分层充填体的动态抗压强度随着算术平均灰砂比的增加而增大,与静态抗压强度相比,分层充填体的动态峰值强度增加了11%~163%。此外,分层充填体的能量吸收率随着水泥平均含量的升高而降低,且介于组成分层充填体的单体试块之间。分层充填体的形变表现出了不连续性,其强度较低的部分形变程度大于强度较高的部分。为了分析分层充填体试块的稳定性状态,利用基于Stenerding-Lehnigk准则推导出的改进方程来判断分层充填体的失稳条件,计算结果与3组试验结果的误差仅为4.80%、3.89%和4.66%。
To obtain dynamic mechanical properties and failure rule of layered backfill under strain rates from10to80s-1,impactloading test on layered backfill specimens(LBS)was conducted by using split Hopkinson pressure bar system.The results indicatethat positive correlation can be found between dynamic compressive strength and strain rate,as well as between strength increasefactor and strain rate.Dynamic compressive strength of LBS gets higher as the arithmetic average cement-sand ratio increases.Compared with static compressive strength,dynamic compressive strength of LBS is enhanced by11%to163%.In addition,theenergy dissipating rate of LBS lies between that of corresponding single specimens,and it decreases as the average cement contentincreases.Deformation of LBS shows obvious discontinuity,deformation degree of lower strength part of LBS is generally higherthan that of higher strength part.A revised brittle fracture criterion based on the Stenerding-Lehnigk criterion is applied to analyzingthe fracture status of LBS,and the average relevant errors of the3groups between the test results and calculation results are4.80%,3.89%and4.66%,respectively.
作者
张云海
王新民
魏冲
张钦礼
Yun-hai ZHANG;Xin-min WANG;Chong WEI;Qin-li ZHANG(School of Resources and Safety Engineering, Central South University, Changsha 410083, China)
基金
Project(2012BAC09B02)supported by the 12th Five-Year Key Programs for Science and Technology Development of China
Project(2016zzts444)supported by the Financial Support from the Fundament Research Funds for the Central Universities of Central South University,China
关键词
分层充填体试块
分离式霍普金森杆
动态力学特性
损伤特性
失稳判据
layered backfill specimen (LBS)
split Hopkinson pressure bar (SHPB)
dynamic mechanical properties
damage characteristic
failure criterion