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Analysis of water seepage in a pavement system using the particulate approach

机译:使用微粒方法分析路面系统中的渗水

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A particulate model has been developed to analyze the effects of transient and steady state seepage of water through a randomly-packed coarse-grained soil as an alternative to conventional seepage analysis based on continuum models. In this model, the soil skeleton and the pore water are volumetrically coupled in the transient and steady-state conditions. The concept of relative density has been used to define different compaction levels of the soil layers forming a pavement filter system and observe the seepage response to compaction. First, Monte-Carlo simulation is used to randomly pack discrete spherical particles from a specified particle size distribution (PSD) to achieve a desired relative density based on the theoretical minimum and maximum void ratios. Then, a water pressure gradient is applied across one two-layer unit to trigger water seepage. The interstitial pore water motion is idealized using Navier-Stokes (NS) equations with provision to incorporate the drag forces acting between the pore fluid and soil particles. The NS equations are discretized using finite differences and applied to discrete elements in a staggered, structured grid. The model predicted hydraulic conductivities are validated using widely used equations.rnCritical water velocities, hydraulic gradients and flow within the randomly-packed soil layers are identified under both steady state and transient conditions. Significantly critical transient conditions are observed prior to reaching the steady-state conditions. Moreover, any localized poorly-compacted areas are seen to be subjected to excessive hydraulic gradients and hence, higher likelihood of erosion. Since, the reported research effort involves modeling of the very properties that cause instability of earthen structures such as seepage induced piping, internal erosion and uplift in a particulate medium, it can be envisioned that the current results would provide insight into issues concerning the malfunction of earthen structures.
机译:已经开发了颗粒模型来分析通过随机堆积的粗粒土进行的瞬态和稳态渗流的影响,以替代基于连续模型的常规渗流分析。在该模型中,土壤骨架和孔隙水在瞬态和稳态条件下体积耦合。相对密度的概念已被用来定义形成路面过滤系统的土壤层的不同压实度,并观察对压实的渗漏响应。首先,基于理论上的最小和最大空隙率,使用蒙特卡罗模拟从指定的粒度分布(PSD)中随机填充离散的球形颗粒,以获得所需的相对密度。然后,在一个两层单元上施加水压梯度以触发渗水。间隙孔隙水运动使用Navier-Stokes(NS)方程进行了理想化,并规定了作用在孔隙流体和土壤颗粒之间的阻力。 NS方程使用有限差分进行离散化,并应用于交错结构化网格中的离散元素。使用广泛使用的方程对模型预测的水力传导率进行了验证。在稳态和瞬态条件下,可以识别随机堆积的土壤层中的临界水速,水力梯度和流量。在达到稳态条件之前,已观察到非常关键的瞬态条件。此外,可以看到任何局部压实较差的区域都承受着过大的水力梯度,因此有更高的腐蚀可能性。由于报告的研究工作涉及对引起土结构不稳定性的特性进行建模,例如渗漏引起的管道,内部侵蚀和颗粒介质中的隆起,因此可以预见,目前的结果将为深入研究与水土流失有关的问题提供帮助。土结构。

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