摘要
采用梯度塑性理论研究单轴压缩作用下岩石变形局部化,得到了单轴压缩作用下岩石变形局部化带宽度的一维、二维解析解,为实验测定内部材料长度参数提供了理论依据.
The phenomenon of strain localization can be observed in many classes of engineering materials. Based on strain gradient plasticity theory, the second gradient term is introduced into the yield function. A constitutive model that describing deformation and failure of rock is proposed and it considers the strain gradient effect.The problem of localization of deformation under the condition of uniaxial compression is investigated. For one-dimensional problem, the constitutive relation of rock is bi-linear strain softening. The width of strain localization is dependent on internal length parameter. For two-dimensional problem, the same constitutive relation is used and the width of localized deformation is dependent on internal length parameter, elastic modulus and the descending modulus. The present analytical solution lays a theoretical foundation for determining internal length parameter in experiments.
出处
《力学学报》
EI
CSCD
北大核心
2002年第5期820-826,共7页
Chinese Journal of Theoretical and Applied Mechanics
关键词
梯度塑性
内部长度
岩石变形局部化
单轴压缩
屈服函数
gradient plasticity, internal length, rock deformation localization, uniaxial compres-sion