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Hydraulic Conductivity of Jointed Rocks

机译:节理岩的水力传导率

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摘要

Hydraulic conductivity is an important characteristic of jointed rocks and methods to quantify this parameter are essential for mining and civil engineering applications. Rock discontinuities play a significant role in the circulation of water through jointed rocks, while the geometral characteristics of joints control the magnitude and orientation of the conductivity tensor. However, because of the complexity of water flow within individual fractures and the complexity of water circulation within discontinuity network, hydraulic conductivity determination is a challenge.Hydraulic behaviour of individual rock fractures, hydraulic conductivity of jointed rocks and depth dependency of hydraulic conductivity for jointed rocks were investigated in this thesis. For individual fractures, an analytical method was proposed to estimate the hydraulic aperture of rough fractures with matched surfaces under linear flow conditions. The application of this method for JRC profiles was verified by precise laboratory experiments, which provided the capability to study the hydraulic behaviour of JRC profiles under linear and nonlinear flow conditions. The unique nonlinear results of these experiments showed a reducing trend between normalised transmissivity and Reynolds number which was modelled satisfactorily by the Forchheimer equation. For the first time, empirical relationships were proposed to calculate the constants in the Forchheimer and Izbash equations. Moreover, a new empirical equation was introduced for the trend between flow friction factor and Reynolds number. The flow friction factor is a function of both Reynolds number and relative roughness, but it is more sensitive to Reynolds number.New analytical formulations were introduced in this thesis to estimate the hydraulic conductivity of jointed rocks. These formulations considered the rock discontinuities to have finite persistence with circular disk shape. Two well-known cases were used to verify the proposed formulations. These cases demonstrated that the proposed analytical method provides a valuable ability to study the parameters involved in the hydraulic conductivity of jointed rocks.Furthermore, a new empirical relationship was proposed to calculate the hydraulic aperture of rock discontinuities at different depths. This relationship can be combined with an analytical method to calculate the hydraulic conductivity of jointed rocks. This procedure was applied to a real case in Eastern Australia. Comparison of these results with the measured conductivity at different depths validated the accuracy of proposed procedure.
机译:导水率是节理岩石的重要特征,量化此参数的方法对于采矿和土木工程应用至关重要。岩石的不连续性在节理的岩石中水的循环中起着重要作用,而节理的地貌特征控制着电导率张量的大小和方向。然而,由于单个裂缝内水流的复杂性和不连续网络中水循环的复杂性,确定水力传导率是一个挑战。单个裂缝的水力行为,节理岩的水力传导率以及节理岩体的水力传导率深度依赖性本文对此进行了研究。对于单个裂缝,提出了一种分析方法来估计在线性流动条件下具有匹配表面的粗糙裂缝的水力孔径。通过精确的实验室实验验证了该方法在JRC剖面中的应用,从而提供了研究线性和非线性流动条件下JRC剖面的水力行为的能力。这些实验的独特非线性结果显示归一化透射率和雷诺数之间的减小趋势,通过福希海默(Forchheimer)方程令人满意地进行了建模。首次提出了经验关系来计算Forchheimer和Izbash方程中的常数。此外,针对流动摩擦系数与雷诺数之间的趋势引入了新的经验方程。流动摩擦系数是雷诺数和相对粗糙度的函数,但对雷诺数更敏感。本文引入了新的解析公式来估算节理岩体的水力传导率。这些公式认为岩石不连续性具有圆盘形状的有限余辉。使用两个众所周知的案例来验证所提出的公式。这些情况表明,所提出的分析方法为研究节理岩石的水力传导率参数提供了有价值的能力。此外,提出了一种新的经验关系来计算不同深度处岩石不连续性的水力孔径。这种关系可以与分析方法结合起来以计算节理岩石的水力传导率。此程序适用于澳大利亚东部的一个真实案例。将这些结果与在不同深度处测得的电导率进行比较,验证了所提出程序的准确性。

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