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Coupling effects of porosity and particle size on seepage properties of broken sandstone based on fractional flow equation

机译:基于分流方程的孔隙度和粒径耦合对破碎砂岩渗透特性的影响

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Studying the seepage properties of broken rock is important for understanding the behavior of engineering projects and preventing seepage disasters from occurring. Therefore, a test system was developed to test the seepage properties of broken rock under different porosities and particle sizes. A non-linear seepage equation of broken rock was developed based on the Forchheimer equation and the theories of fraction calculus. The influence of the coupling mechanism of the porosity and particle size on the seepage properties of broken rock was analyzed. The results show that the non-linear seepage equation can describe the non-linear seepage properties of broken rock well. The relations between the permeability and the porosity and particles size can all be represented through an exponential function. It is thought that watercourses are developed in broken rock with high porosity and large particle size, which shows a stronger hydraulic conductivity capability. However, the inertial potential energy of a non-Darcy flow is relatively small.
机译:研究破碎岩石的渗流特性对于理解工程项目的行为以及防止渗流灾害的发生具有重要意义。因此,开发了一种测试系统来测试在不同孔隙度和粒径下破碎岩石的渗透特性。基于Forchheimer方程和分数演算理论,建立了破碎岩石的非线性渗流方程。分析了孔隙度和粒径的耦合机理对破碎岩石渗流特性的影响。结果表明,非线性渗流方程可以描述破碎岩石的非线性渗流特性。渗透率与孔隙率和粒度之间的关系都可以通过指数函数表示。人们认为,河道是在孔隙率高,粒径大的碎石中发育的,具有较强的导水能力。但是,非达西流的惯性势能相对较小。

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