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Seepage and exit gradient under impervious structures with two sheetpiles on layer of infinite depth

机译:在不透水结构下的渗漏和退出梯度,在无限深度层上有两片薄片

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Seepage force represents one of the most common cause of failure of hydraulic structures. Several methods are available in technical literature to provide a good estimate of the factor of safety against seepage erosion. According to Terzaghi, the factor of safety can be determined comparing the exit gradient with the critical gradient. Obviously, the calculation of the critical gradient is very simple, while more complex is the evaluation of the exit gradient. In the present work is presented and discussed the analytical solution of the seepage under a structure with two sheetpiles, resting on the surface of a infinite, homogeneous and isotropic porous medium. A very general solution of the flow has been achieved by means of conformal mapping technique, applying the well-known Schwarz-Christoffel transformation; so, once the size of the structure and of the flow domain have been defined, the exit gradient can be calculated to perform a quick estimate of safety factor.
机译:渗流力代表液压结构失效最常见的原因之一。技术文献中有几种方法可提供对渗流侵蚀的安全因子的良好估计。根据Terzaghi,可以确定安全因子,将出口梯度与临界梯度进行比较。显然,临界梯度的计算非常简单,而更复杂是出口梯度的评估。在本工作中,并讨论了渗水下的渗流的分析溶液,其在具有两个片材的结构下,依赖于无限,均匀和各向同性多孔介质的表面。通过保形映射技术实现了一种非常通用的流程,应用了众所周知的Schwarz-Christoffel转化;因此,一旦已经定义了结构和流动域的尺寸,可以计算出口梯度以便快速估计安全系数。

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