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欧阳进武, 张贵金, 刘杰. 劈裂灌浆扩散机理研究[J]. 岩土工程学报, 2018, 40(7): 1328-1335. DOI: 10.11779/CJGE201807021
引用本文: 欧阳进武, 张贵金, 刘杰. 劈裂灌浆扩散机理研究[J]. 岩土工程学报, 2018, 40(7): 1328-1335. DOI: 10.11779/CJGE201807021
OUYANG Jin-wu, ZHANG Gui-jin, LIU Jie. Diffusion mechanism of split grouting[J]. Chinese Journal of Geotechnical Engineering, 2018, 40(7): 1328-1335. DOI: 10.11779/CJGE201807021
Citation: OUYANG Jin-wu, ZHANG Gui-jin, LIU Jie. Diffusion mechanism of split grouting[J]. Chinese Journal of Geotechnical Engineering, 2018, 40(7): 1328-1335. DOI: 10.11779/CJGE201807021

劈裂灌浆扩散机理研究

Diffusion mechanism of split grouting

  • 摘要: 劈裂灌浆在实际工程中应用相当广泛。由于影响浆液扩散的因素众多,劈裂灌浆扩散机理尚不明确,尤其是不同给压方式(稳压和脉动)对浆液扩散的影响研究很少,对这两种方式下的劈裂灌浆机理进行了探讨。对于稳压灌浆方式,基于水力劈裂缝的扩展形态来考虑浆液的运动,视劈裂注浆扩散形态为平面辐射椭圆,采用恒缝高矩形断面模型,推导出宾汉流体的劈裂灌浆扩散方程,并分析了灌浆压力、浆材黏度、土体弹性模数、劈裂通道宽度对浆液扩散范围的影响。对于脉动灌浆方式,由于施加给受灌体荷载的延滞效应和脉动叠加作用,多次脉动灌入的浆液会使劈裂通道宽度逐渐增大,采用扁球体的劈裂灌浆模型,推导出脉动方式时的浆液扩散方程,分析了脉动灌浆频率等与浆液扩散距离的相互关系;结果表明,浆液的扩散距离与脉动频率的关系曲线存在一个极小值,发生在脉动频率为10 min次时,这一参数可作为脉动灌浆方式的控制参数。最后将前人的稳压灌浆模型与本文的脉动模型与相互比较,研究两种灌浆方式劈裂扩散机理的差异,得到脉动灌浆时浆液扩散距离要远短于稳压方式的,表明通过采用脉动灌浆,调节相关参数能有效控制浆材扩散范围,相关规律可为工程实际提供理论依据。

     

    Abstract: Splitting grouting is widely used in practical engineering. Due to the many factors influencing the diffusion of slurry, the mechanism of splitting grouting is not clear, especially the researches about effects of different pressure modes (regulation and pulsation) on the diffusion of slurry are scarce. The mechanism of splitting grouting of the above 2 pressure modes is discussed. As for the regulatory grouting, based on the expansion form of splitting cracks to consider the movement of slurry, the diffusion process is described as elliptical planar radiation using hydraulic fracturing model, and the equation for diffusion of splitting grouting under stable-pressure grouting is deduced. The influences of grouting pressure, slurry viscosity, elastic modulus and splitting channel width on diffusion area are analyzed. As for the pulsating grouting, slurry will make the split channel width gradually increase on account of the delay effect of the load applied to the filling and pulsating superposition. The grouting model for oblate ellipsoid is adopted, and the diffusion law of slurry of pulsating grouting is deduced. The results show that there is a minimum on the curve of relationship between the dispersion distance of slurry and the fluctuation frequency, occurring when the frequency is 10 times per minute. The parameter can be used as a control parameter for pulsating grouting. Finally, the difference between the grouting methods is studied by comparing the regulator grouting mode and the pulsation model. The diffusion distance of the latter is far shorter than that of the former. It is shown by using the pulsating grouting and adjusting the parameters can effectively control the diffusion range of slurry. The rules can provide a theoretical basis for engineering practice.

     

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