脆性
本构方程
状态变量
变形(气象学)
多孔性
机械
材料科学
变量(数学)
岩土工程
地质学
结构工程
物理
热力学
工程类
数学
复合材料
数学分析
有限元法
作者
Michel Aubertin,Denis E. Gill,B. Ladanyi
出处
期刊:Applied Mechanics Reviews
[ASME International]
日期:1994-06-01
卷期号:47 (6S): S97-S101
被引量:12
摘要
The mechanical behavior of soft rocks is quite complex as it may involve a variety of deformation mechanisms. When loaded under compressive stresses at intermediate temperature, such rocks often show a semi-brittle response controlled by dislocations motion and microcracking. Because these two types of physical processes are acting simultaneously, the constitutive equations should involve a coupled approach. In this paper, the authors extend an existing unified model with internal state variables, developed for the ductile regime, to accommodate semi-brittle behavior of low porosity rocks. To do so, a damage variable Dv is introduced into the model. This requires a modification of the kinetic law and the addition of an evolution law for Dv. After presenting some of the main features of soft rocks behavior, the main equations are introduced together with a few attributes of this new model.
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