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Surface roughness and boundary load effect on nonlinear flow behavior of fluid in real rock fractures

机译:真正岩石骨折流体非线性流动性的表面粗糙度与边界载荷效应

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This paper experimentally evaluated the influences of the surface roughness and boundary load on the nonlinear flow behavior of real three-dimensional rock fractures. The rough fractures with various joint roughness coefficient (JRC) values in the range of 2.59 to 19.31 were generated with a fractal governing function, and the corresponding fractured granite specimens of a square plate shape in the size of 495 x 495 x 16 mm were manufactured. The fluid flow tests on these fractures were conducted with respect to various hydraulic pressures ranged from 0 to 0.6 MPa and various boundary loads ranged from 7 to 35 kN. The results show that Forchheimer's law provides an excellent presentation of the relation between the hydraulic gradient and the flow rate, and both the linear and nonlinear fitting coefficients in the Forchheimer's law show an increasing trend with both increases in the surface roughness and boundary load. The critical hydraulic gradient and critical Reynolds number decrease with the surface roughness. The critical hydraulic gradient increases more significantly under a small boundary load in the range of 7 to 14 kN than that under a high boundary load in the range of 21 to 35 kN. A cubic polynomial function is applied to analyze the transmissivity as a function of the hydraulic gradient, and the transmissivity shows a decreasing trend when the surface roughness and boundary load increase. The flow behavior is assessed by depicting the normalized transmissivity of the fractures based on the hydraulic gradient, and an increase in the surface roughness shifts the fitting curves downwards. The hydraulic aperture shows a hyperbolic decrease as the boundary load increased, and a power-law equation can be used to evaluate the variations in the nonlinear coefficient in terms of the hydraulic aperture.
机译:本文通过实验评估了表面粗糙度和边界负荷对真正的三维岩骨折的非线性流动的影响。用分形调节功能产生2.59至19.31系列的各种关节粗糙度系数(JRC)值的粗糙骨折,制造了平方板形状的相应断裂花岗岩标本,其尺寸为495×495×16mm。 。这些裂缝上的流体流动试验相对于0至0.6MPa的各种液压进行,并且各种边界载荷范围为7至35kN。结果表明,前赫米默的法律提供了液压梯度与流速之间关系的优异介绍,并且前赫米默法中的线性和非线性拟合系数均显示出表面粗糙度和边界负荷的增加趋势。临界液压梯度和临界雷诺数随表面粗糙度降低。临界液压梯度在7至14kK的小边界负载下比在21至35kN范围内的小边界负载范围内更显着增加。基区多项式函数用于分析作为液压梯度的函数的透射率,并且透射率显示出表面粗糙度和边界负荷增加时的降低趋势。通过描绘基于液压梯度的裂缝的标准化透射率来评估流动行为,并且表面粗糙度的增加向下移动配合曲线。液压孔径表示随着边界负荷增加的双曲线减小,并且可以使用电力法方程来评估液压孔的非线性系数的变化。

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