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基于浆液扩散辐射角的倾斜裂隙注浆扩散规律研究

Study on diffusion law of inclined fracture grouting based on slurry diffusion radiation angle

  • 摘要: 注浆加固作为封堵裂隙和修复岩体的主要手段,明晰巷道帮部围岩水平注浆孔倾斜裂隙注浆扩散规律对注浆参数设计与实践至关重要。以宾汉姆浆液和任意倾斜有限边界光滑平板裂隙为研究对象,基于黏度时变性宾汉姆流体流动方程,构建考虑浆液扩散辐射角的倾斜裂隙注浆扩散理论模型;通过有限元法求解液−气两相界面控制方程和Navier-Stokes方程,采用体积分数法定量表征浆液扩散的迹线形态和扩散距离,对比验证理论计算结果;最后探索不同注浆压差、裂隙开度和裂隙倾角影响下倾斜裂隙注浆扩散迹线形态和扩散距离的变化规律。结果表明:理论模型与数值模拟得到的倾斜裂隙注浆扩散规律基本一致,注浆孔上方和下方裂隙区域扩散距离最大误差分别为5.6%和6.1%,验证了理论模型的可行性;当浆液扩散辐射角为0°和180°时,扩散距离分别达到最大和最小值,裂隙开度越大差异性越显著;当裂隙倾角为0°时,裂隙区域内浆液沿注浆孔呈中心对称圆形形态,随裂隙倾角增大,浆液扩散形态演化为沿注浆孔轴对称的类椭圆形态;上方裂隙区域中部迹线伴随有凹陷特征且上方裂隙迹线范围和最大扩散距离均小于下方裂隙,随注浆时间增加,微凹陷特征逐渐弱化,类椭圆形态持续扩展,上方裂隙区域浆液扩散迹线范围增加幅度和最大扩散距离增幅均小于下方裂隙。

     

    Abstract: Grouting reinforcement is the main means to seal cracks and repair rock mass. It is very important for the design and practice of grouting parameters to clarify the grouting diffusion law of inclined cracks in horizontal grouting holes of surrounding rock of roadway side. This study focuses on Bingham fluid flow within arbitrarily inclined, finite-boundary smooth parallel-plate fractures. A theoretical model for grouting diffusion in inclined fractures was established, incorporating the time-dependent viscosity of Bingham fluid and the grout diffusion radiation angle. The liquid-gas two-phase interface control equations and Navier-Stokes equations were solved using the finite element method, with the volume fraction method employed to quantitatively characterize grout diffusion patterns and distances, validating theoretical results through comparative analysis. Furthermore, the influence of grouting pressure differentials, fracture apertures, and fracture inclination angles on diffusion morphology and distance was systematically investigated. The results show that the theoretical model is basically consistent with the grouting diffusion law of inclined fracture obtained by numerical simulation. The maximum error of diffusion distance in the fracture area above and below the grouting hole is 5.6 % and 6.1 % respectively, which verifies the feasibility of the theoretical model. When the slurry diffusion radiation angle is 0° and 180°, the diffusion distance reaches the maximum and minimum respectively, and the larger the fracture opening is, the more significant the difference is. When the dip angle of the fracture is 0°, the slurry in the fracture area shows a central symmetrical circular shape along the grouting hole. With the increase of the dip angle of the fracture, the diffusion form of the slurry evolves into an elliptical shape symmetrically along the grouting hole. The trace line in the middle of the fracture area above is accompanied by depression characteristics, and the range and maximum diffusion distance of the fracture trace line above are smaller than those of the fracture below. With the increase of grouting time, the micro-depression characteristics gradually weaken, and the ellipse-like shape continues to expand. The increase of the range and the maximum diffusion distance of the slurry diffusion trace line in the fracture area above are smaller than those of the fracture below.

     

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