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岩石全应力应变微观破裂模型 被引量:1
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作者 覃仁辉 孔思丽 《贵州工学院学报》 1996年第5期95-100,共6页
根据岩石的破裂机理,本文提出了在单轴压力下的全应力应变关系的微观破裂模型。该模型是以三种变系数K(ε,x)、R(x)、B(x)分别所对应的弹簧元件、滑动元件及断裂元件为模型的基本元件组成单位块体模型。模型模拟变形和累... 根据岩石的破裂机理,本文提出了在单轴压力下的全应力应变关系的微观破裂模型。该模型是以三种变系数K(ε,x)、R(x)、B(x)分别所对应的弹簧元件、滑动元件及断裂元件为模型的基本元件组成单位块体模型。模型模拟变形和累进破裂中的应力应交关系。 展开更多
关键词 岩石 全应力应变 微观破裂模型 破裂机理
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Thermo-mechanical coupled particle model for rock 被引量:7
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作者 夏明 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2015年第7期2367-2379,共13页
A thermo-mechanical coupled particle model for simulation of thermally-induced rock damage based on the particle simulation method was proposed.The simulation results of three verification examples,for which the analy... A thermo-mechanical coupled particle model for simulation of thermally-induced rock damage based on the particle simulation method was proposed.The simulation results of three verification examples,for which the analytical solutions are available,demonstrate the correctness and usefulness of the thermo-mechanical coupled particle model.This model is applied to simulating an application example with two cases:one is temperature-independent elastic modulus and strength,while the other is temperature-dependent elastic modulus and strength.The related simulation results demonstrate that microscopic crack initiation and propagation process with consideration of temperature-independent and temperature-dependent elastic modulus and strength are different and therefore,the corresponding macroscopic failure patterns of rock are also different.On the contrary,considering the temperature-dependent elastic modulus and strength has no or little effect on the heating conduction behavior.Numerical results,which are obtained by using the proposed model with temperature-dependent elastic modulus and strength,agree well with the experimental results.This also reveals that the rock subjected to heating experiences much more cracking than the rock subjected to cooling. 展开更多
关键词 particle simulation method MICROMECHANICS rock fracture thermo-mechanical coupled model
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