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Applicability of flow equation in karst aquifers

机译:渗流方程在岩溶含水层中的适用性

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Flow is laminar when the fissure width is narrow and the hydraulic gradient is small. As the fracture aperture increases, velocity increases and the Reynolds number increases rapidly, causing the flow to become turbulent. Darcy's law is applicable under laminar flow, while the Darcy Weisbach equation is used in turbulent flow. The transition to turbulent flow occurs within a range of Reynolds numbers and fissure widths. The Fissure width, fissure length, fissure area and average fissure velocity were measured in 48 sites on karstified limestones in the south of Iran. A cylinder was used to measure the average flow velocity per fissure area in all 48 sites. The results revealed that the onset of turbulence appears at a Reynolds number of 50 and a fissure width of more than 0.8 cm. The onset of turbulence varies on other karstic sites depending on the variation of the fissure width along the flow path, hydraulic gradient, water temperature, roughness of fissure wall, type of representative length dimension in the Reynolds equation, and geometry of the flow path.
机译:当裂缝宽度较窄且水力梯度较小时,流动为层流。随着裂缝孔径的增加,速度增加,雷诺数迅速增加,从而导致流动变得紊乱。达西定律适用于层流,而达西韦斯巴赫方程用于湍流。向湍流的过渡发生在雷诺数和裂隙宽度的范围内。在伊朗南部岩溶化石灰岩上的48个位置测量了裂缝宽度,裂缝长度,裂缝面积和平均裂缝速度。使用圆柱体来测量所有48个部位的每个裂隙区域的平均流速。结果表明,湍流的开始出现在雷诺数为50且裂缝宽度大于0.8厘米时。湍流的发作在其他岩溶部位上会有所不同,具体取决于沿流路的裂缝宽度,水力梯度,水温,裂缝壁的粗糙度,雷诺方程中代表长度尺寸的类型以及流路的几何形状的变化。

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