动载下考虑不同裂纹角度的砂岩损伤效应及渐进破坏机制

Dongliang Ji , Hui Cheng , Hongbao Zhao
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引用次数: 0

摘要

在许多工程应用中,掌握岩石在动态加载条件下固有缺陷的信息是至关重要的。采用分离式霍普金森压杆(SHPB)试验系统和数字图像相关系统(DIC)对不同裂纹角度的试样进行了动态冲击试验。对比分析了动加载后试样的动强度、能量耗散和分形断裂等特性。随着缺陷角度的增大,峰值应力应变呈典型的v型分布,在30°处达到最小值,初始起始位置由缺陷尖端向缺陷中部偏移。根据缺陷角度的不同,可将失效模式分为三种模式。考虑到岩石的非均质性,通过建立一个使用动态压缩和拉伸试验参数化的弹性损伤本构模型来证明渐进破坏过程。随着裂纹角度的增大,初始损伤区域也从裂纹尖端向裂纹中部移动。观察到孔周围应力重分布的破坏,并利用应变能密度(SED)解释破坏机制。利用断裂力学方法,给出了裂纹周围应力的解析解,从理论上解释了不同裂纹角度下裂纹起裂角、应力分布和能量耗散的变化规律,与实验和模拟结果吻合较好。
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Damage effect and progressive failure mechanism of sandstone considering different flaw angles under dynamic loading

In many engineering applications, it is essential to have information about rocks that inherently contain pre-existing flaws under dynamic loading conditions. Dynamic impact tests are conducted on samples with varying flaw angles using the split Hopkinson pressure bar (SHPB) test system and the Digital Image Correlation system (DIC). The characteristics of the samples after dynamic loading, including dynamic strength, energy dissipation, and fractal fracture, are compared and analyzed. As the flaw angle increases, the peak stress and strain exhibit a typical V-shaped pattern, reaching the minimum value at 30°, and the initial initiation position shifts from the flaw tips to the middle of the flaw. Failure modes can be divided into three modes depending on the flaw angle. The progressive failure process, taking into account the heterogeneity of the rock, is demonstrated by developing an elastic damage constitutive model that uses dynamic compression and tensile tests to parameterize it. As the flaw angle increases, the initial damage zone also moves from the flaw tips to the middle of the flaw. Failures around the hole with redistributed stress are observed, and the failure mechanisms can be explained with the aid of strain energy density (SED). Using fracture mechanics, the analytical solution of stress around the flaw is provided, and the variation of crack initiation angle, stress distribution, and energy dissipation under different flaw angles is theoretically explained, which is in good agreement with the experimental and simulated results.

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