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循环冲击作用下砂岩裂缝扩展及渗透率响应特征

王伟 刘泽 牛庆合 常江芳 袁维 郑永香 商松华

王伟, 刘泽, 牛庆合, 常江芳, 袁维, 郑永香, 商松华. 循环冲击作用下砂岩裂缝扩展及渗透率响应特征[J]. 爆炸与冲击. doi: 10.11883/bzycj-2024-0346
引用本文: 王伟, 刘泽, 牛庆合, 常江芳, 袁维, 郑永香, 商松华. 循环冲击作用下砂岩裂缝扩展及渗透率响应特征[J]. 爆炸与冲击. doi: 10.11883/bzycj-2024-0346
WANG Wei, LIU Ze, NIU Qinghe, CHANG Jiangfang, YUAN Wei, ZHENG Yongxiang, SHANG Songhua. Characteristics of fracture propagation and permeability response of sandstone under cyclic impact effect[J]. Explosion And Shock Waves. doi: 10.11883/bzycj-2024-0346
Citation: WANG Wei, LIU Ze, NIU Qinghe, CHANG Jiangfang, YUAN Wei, ZHENG Yongxiang, SHANG Songhua. Characteristics of fracture propagation and permeability response of sandstone under cyclic impact effect[J]. Explosion And Shock Waves. doi: 10.11883/bzycj-2024-0346

循环冲击作用下砂岩裂缝扩展及渗透率响应特征

doi: 10.11883/bzycj-2024-0346
基金项目: 国家自然科学基金(12372375);河北省自然科学基金(E2021210128,A2024210057)
详细信息
    作者简介:

    王 伟(1978- ),男,博士,教授,wangweiuuu@163.com

    通讯作者:

    牛庆合(1990- ),男,博士,副教授,qinghniu@163.com

  • 中图分类号: O389; TD853

Characteristics of fracture propagation and permeability response of sandstone under cyclic impact effect

  • 摘要: 为了研究循环冲击作用下砂岩型铀矿的裂缝及渗透率特征,通过霍普金森杆实验系统对砂岩试样进行了循环冲击,分别在试样冲击3次、6次和9次后,测得砂岩试样的动态力学特性。随后,对冲击后的砂岩试样进行CT扫描,并对扫描得到的裂隙进行了三维重构,从而测得孔隙裂隙参数的变化,并对冲击后试样内部结构及损伤影响进行分析。进一步,利用微观渗流模拟对试样进行渗透性分析,获得试样的模拟渗透率变化特征。最后,进行了冲击后试样的渗透率室内试验,测得实际渗透率的变化情况。结果显示:循环冲击使得试样产生累积损伤,降低了其动态力学性能,随着冲击次数的增加,试样内能量循环蓄积-释放,导致裂缝“扩展-压实-再扩展-再压实”;循环冲击过程中,试样内部小而孤立的裂缝逐步形成大且相互贯通的裂缝,而中裂缝同时存在错断、连通的双重效应,呈现非线性变化特征;循环冲击作用使得试样内产生更多复杂裂缝,导致流体渗流通道更多、渗流规模更大;循环冲击3次时,试样形成单一裂缝,渗透率提升340.91%~380.00%;循环冲击6次时,裂缝初步连通,渗透率提升1468.18%~2893.33%;循环冲击九次时,形成连通裂缝网络,渗透率提升4718.18%~9380.00%。研究表明,循环冲击作用能够显著提高砂岩的渗透率,裂缝扩展和连通是渗透率提升的关键驱动因素。
  • 图  1  SHPB试验系统示意图

    Figure  1.  Schematic diagram of SHPB test system

    图  2  孔裂缝三维重构流程

    Figure  2.  3D reconstruction process of pores and cracks

    图  3  渗透率测试流程

    Figure  3.  Permeability testing procedure

    图  4  渗流模拟流程图

    Figure  4.  Flow chart of seepage simulation

    图  5  SHPB原始波形

    Figure  5.  SHPB original waveform

    图  6  应力平衡图

    Figure  6.  Stress balance diagram

    图  7  砂岩试样应力应变曲线

    Figure  7.  Stress strain curves of samples

    图  8  冲击次数与应变率、峰值强度、弹性模量和峰值应变的关系

    Figure  8.  Relationship of strain rate, peak strength, elastic modulus and peak strain with impact times

    图  9  冲击后试样裂缝长度占比

    Figure  9.  Proportion of crack length of samples after impact

    图  10  裂缝密度和冲击次数的关系

    Figure  10.  The relationship between crack density and impact frequency

    图  11  循环冲击后试样宏观照片

    Figure  11.  Macroscopic photos of specimens after cyclic impact

    图  12  围压1 MPa砂岩试样CT扫描切片图

    Figure  12.  CT scan slice image of samples with confining pressure of 1 MPa

    图  13  冲击后试样裂缝三维重构图

    Figure  13.  3D reconstruction of samples after impact

    图  14  试样冲击破坏示意图

    Figure  14.  Schematic diagram of sample after impact failure

    图  15  含主裂缝的代表性体积单元

    Figure  15.  Representative volume elements containing main cracks

    图  16  代表性体积单元的流体压力分布

    Figure  16.  Fluid pressure distribution of representative volume element containing main crack

    图  17  循环冲击后试样主裂缝的流线分布

    Figure  17.  Streamline distribution of main cracks in samples after cyclic impact

    表  1  试样基本参数

    Table  1.   Basic parameters of samples

    密度/
    (kg·m−3)
    纵波波速/
    (m·s−1)
    抗压强度/
    MPa
    弹性模量/
    GPa
    泊松比
    2.362 2395 54.19 7.50 0.23
    下载: 导出CSV

    表  2  循环冲击下试样实测和数值模拟渗透率

    Table  2.   Actual measurement and numerical simulation of permeability of specimens under cyclic impact

    方法渗透率/mD
    无冲击冲击3次冲击6次冲击9次
    实测值0.150.724.4914.22
    数值模拟值0.883.8813.8042.40
    下载: 导出CSV
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  • 收稿日期:  2024-09-15
  • 修回日期:  2025-03-04
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