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由双重孔隙-裂隙介质热-水-应力耦合模型退化为单一孔隙介质模型,将其与岩体扩容梯度引入笔者所研制的二维有限元程序中,使用Mohr-Coulomb准则,计入塑性扩容对岩体孔隙率及渗透系数的影响,针对一个假设的实验室尺度且位于饱和孔隙介质岩体中的高放废物地质处置库模型,拟定不同扩容梯度值的5种工况,进行4年处置时段的数值模拟,考察了岩体中的温度、正应力、塑性区、孔隙率及渗透系数、孔隙水压力和地下水流速的变化、分布情况。结果主要显示,相比于不考虑扩容梯度的工况,考虑扩容梯度工况的正应力、孔隙率及渗透系数、孔隙水压力和地下水流速等的分布与塑性区的分布有明显的对应关系,呈现了某种"剪切带效应";正应力量值、塑性区面积、孔隙率及渗透系数、孔隙水压力、地下水流速等均随所取扩容梯度值的变大而增加。 相似文献
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《岩土力学》2020,(1):315-324
基于多孔介质理论和广义的热弹性模型,研究了饱和多孔热弹性介质中Rayleigh波(R波)的传播特性。以考虑流-固耦合的饱和多孔介质波动方程和连续性方程及考虑热-弹耦合的广义热弹性基本方程出发,建立了饱和多孔介质的热-流-固耦合弹性波动模型。通过引入势函数并结合自由透水及绝热的边界条件,经过理论推导最终给出了饱和多孔热弹性介质中R波的弥散特征方程。利用数值算例分析了孔隙率、渗透系数、热膨胀系数、初始温度和松弛时间等热物理参数对R波的波速和特征衰减的影响。结果表明:孔隙率的增加将引起R波的波速下降,但使得R波的特征衰减反而增大;R波的波速随着渗透系数的增大先不变,再急剧增大,最后趋于稳定,其特征衰减随着渗透系数的增加先增大后减小,最后趋于稳定;热膨胀系数的增大将引起R波波速的增大,但对其特征衰减的影响较小;初始温度的增加导致R波波速的小幅上升,而对其特征衰减影响不大;松弛时间对R波波速和特征衰减几乎无影响。 相似文献
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双重介质模型在岩溶地下水流动系统模拟中的应用 总被引：1，自引：0，他引：1
文章采用不稳定层状裂隙水流模型,应用有限元-卷积结合法,模拟了岩溶地下水流动系统。相对于等效多孔介质模型,双重介质模型模拟的水位下降速度更小,达到稳定的时间更长。距抽水井较近的观测孔处,双重介质模型模拟的水位变化过程阶段性较明显,水位变化过程类似于承压含水层-弱透水层的释水过程,裂隙和孔隙基质分别相当于承压含水层和弱透水层。然后讨论了影响裂隙和孔隙基质间水流交换项的因素,分析了孔组抽水后的渗流场特征。 相似文献
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李文鹏 《水文地质工程地质》2016,(6):1-6
在清洁水渗流实验的基础上,开展了恒水头条件下不同浓度的含悬浮颗粒流体在多种填充粒径的多孔介质内的渗流实验。结果表明:悬浮颗粒在多孔介质段的沉积,并不一定使多孔介质局部相对渗透系数(k_t/k_0)降低,相反在一定情况下会出现局部相对渗透系数增大的情况。较小悬浮颗粒浓度下,悬浮颗粒粒径越小,曲线波峰出现越迟,相对渗透系数增加幅度越大;而较大进口浓度则抑制(k_t/k_0)曲线波峰的生成,直至相对渗透系数单调递减。通过包括前人实验数据在内的悬浮颗粒浓度C_0与颗粒直径比值d_p/D_p(悬浮颗粒直径/多孔介质颗粒直径)有无相对渗透系数增加现象的对照图,进一步揭示了含悬浮颗粒流体在多孔介质内的运移与沉积规律。 相似文献
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使用建立的饱和-非饱和介质中热-水-应力耦合弹塑性模型,取一组真实的缓冲材料、岩体及贮存容器（用加热器代替）的物理力学指标作为基本计算条件,以一个假想的核废料处置库为模拟对象,就高、中、低3种渗透系数进行了二维有限元数值分析,考察了近场的渗流速度大小及方向的变化,认识到：在其他计算参数相同的条件下,缓冲材料的渗透系数越高,近场的渗流速度越大,缓冲层达到饱和状态也越快;当缓冲层达到饱和状态后,如果玻璃固化体继续放热,有可能使得近场的温度梯度的作用强于水力梯度的作用,导致渗流速度方向发生逆转,即水分由内向外迁移;依渗透系数不同,其渗流速度的大小、方向有显著差异,这也势必引起放射性核素随地下水流动扩散的复杂多变。 相似文献
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为探讨裂隙的贯通率对于耦合的温度场、渗流场和应力场的作用,应用所建立的遍有节理岩体双重孔隙-裂隙介质热-水-应力耦合模型,以一个假定的位于非饱和地层中的高放废物地质处置库为算例,针对裂隙和孔隙的贯通率不同的4种工况进行了二维有限元数值分析,考察了围岩中的温度、负的孔隙和裂隙水压力、地下水流速、孔隙及裂隙的渗透系数修正因子和应力的变化、分布情况。结果显示,由于裂隙贯通率的差异使得双重介质的刚度不同,引起岩体中应力状态及水平的改变,从而影响到孔隙、裂隙的孔隙率及渗透系数的量值,并导致孔隙水和裂隙水的压力大小、分布以及水流速度的变化 相似文献
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岩溶含水介质由管道、裂隙与孔隙３类空隙介质组成，它们对地下水流动具有不同的贡献。简述了当前岩溶水的几种主要定量评价方法，提出折算渗透系数尺概念，建立了岩溶三重空隙介质地下水流统一的控制方程，引出管道与裂隙在达西流与非达西流状态下的渗透系数与折算渗透系数的表达式，从而将达西流与非达西流耦合在一个模型中。本文提出岩溶三重介质地下水流的模拟方法，并给出理想模型的模拟结果。 相似文献
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多孔介质污染物运移对于明晰地下水污染很重要,但在多孔介质中粒径变异系数(coefficientofvariation,COV)对内部微观孔隙结构中污染物运移过程影响的研究还存在不足.为此,基于随机算法,提出了一种不同COV且孔隙度一致的多孔介质几何模型构建方法,通过对Navier-Stokes(N-S)方程和对流-扩散方程(advection-diffusion equation,简称ADE)进行耦合求解得到多孔介质地下水流场及污染物浓度场,引入克里斯琴森均匀系数,定量评价流场流速分布的均匀性,基于MIM(mobile and immobile)模型和ADE模型分析耦合求解得到的穿透曲线特征.结果表明：随着粒径COV的增大,流场流速分布的不均性增强,MIM模型中的溶质流动区域占比β、无量纲传质率α*均增大;MIM模型拟合优度高于ADE模型,且随COV增大,ADE模型的拟合全局误差Ei逐步增大.总体上,粒径COV控制了溶质流动区域和非流动区域的大小及其之间的溶质交换强度,造成了多孔介质内部溶质运移的“非费克”行为,使得ADE模型的误差逐步增大,对于较大COV的多孔介... 相似文献
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Mohammad Reza Maleki Javan 《国际地质力学数值与分析法杂志》2015,39(3):229-250
It is well known that for a sufficiently high seepage velocity, the governing flow law of porous media is nonlinear (J. Computers & Fluids 2010; 39 : 2069–2077). However, this fact has not been considered in the studies of soil‐pore fluid interaction and in conventional soil mechanics. In the present paper, a fully explicit dynamic finite element method is developed for nonlinear Darcy law. The governing equations are expressed for saturated porous media based on the extension of the Biot (J. Appl. Phys. 1941; 12 : 155–164) formulation. The elastoplastic behavior of soil under earthquake loading is simulated using a generalized plasticity theory that is composed of a yield surface along with non‐associated flow rule. Numerical simulations of porous media subjected to horizontal and vertical components of ground motion excitations with different permeability coefficients are carried out; while computed maximum pore water pressure is specially taken into consideration to make the difference between Darcy and non‐Darcy flow regimes tangible. Finally, the effect of non‐Darcy flow on the evaluated liquefaction potential of sand in comparison to conventional Darcy law is examined. Copyright © 2014 John Wiley & Sons, Ltd. 相似文献
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煤矿开采面临的水文地质条件越来越复杂,尤其是遭遇承压含水层的水压力越来越大,突水灾害发生时必然会带来高水力梯度引起的破碎岩体突水通道内高速非线性渗流问题。据此,研制高水力梯度（最大600）条件下堆积型多孔介质中高速非线性渗流试验装置,采用堆积型钢球模拟破碎岩体,对粒径为1、2、3、4、5、6 mm共6种光滑钢球分别开展了一维均质圆柱渗流试验。试验结果表明：对于由1～6 mm钢球堆积而成的孔隙率为0.44～0.45的多孔介质,当水力梯度大于145时,通过分析水力梯度-平均流速（J-v）曲线和水力梯度-雷诺数（J-Re）关系曲线,将流动状态划分为3个模式：线性层流、非线性层流、紊流,并获得了从线性层流过渡到非线性层流的临界流速为0.23～0.78 cm/s、临界水力梯度为3～8;从层流到紊流转捩的临界流速为1.6～4.8 cm/s、临界水力梯度为90～145。从小粒径多孔介质到大粒径多孔介质的渗流过程中,临界流速越来越大,而临界水力梯度逐渐减小。 渗透率与粒径的平方、非达西流影响系数与粒径的倒数均呈线性正相关,非达西流影响系数随着渗透率的增加呈指数减小。该研究对多孔介质非线性渗流的理论研究以及实际工程中高承压含水层突涌水问题有重要借鉴意义。 相似文献
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A numerical approach is proposed to model the flow in porous media using homogenization theory. The proposed concept involves the analyses of micro‐true flow at pore‐level and macro‐seepage flow at macro‐level. Macro‐seepage and microscopic characteristic flow equations are first derived from the Navier–Stokes equation at low Reynolds number through a two‐scale homogenization method. This homogenization method adopts an asymptotic expansion of velocity and pressure through the micro‐structures of porous media. A slightly compressible condition is introduced to express the characteristic flow through only characteristic velocity. This characteristic flow is then numerically solved using a penalty FEM scheme. Reduced integration technique is introduced for the volumetric term to avoid mesh locking. Finally, the numerical model is examined using two sets of permeability test data on clay and one set of permeability test data on sand. The numerical predictions agree well with the experimental data if constraint water film is considered for clay and two‐dimensional cross‐connection effect is included for sand. Copyright © 2003 John Wiley & Sons, Ltd. 相似文献
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The hydrodynamic dispersion is an important factor influencing the reactive solute transport in the porous media, and many previous studies assumed that it linearly varied with the average velocity of the groundwater flow. Actually, such linear relationship has been challenged by more and more experimental observations, even in homogeneous media. In this study, we aim to investigate the relationship between hydrodynamics dispersion and the flow velocity in different types of porous media through a laboratory-controlled experiment. The results indicate that(1) the dispersion coefficient should not be a linear function of the flow velocity when the relationship between the flow velocity and the hydraulic gradient can be described by Darcy's law satisfactorily;(2) Power function works well in describing the dispersion coefficient changing with the flow velocity for different types of porous media, and the power value is between 1.0-2.0 for different particle sizes. 相似文献
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The hydrodynamic dispersion is an important factor influencing the reactive solute transport in the porous media, and many previous studies assumed that it linearly varied with the average velocity of the groundwater flow. Actually, such linear relationship has been challenged by more and more experimental observations, even in homogeneous media. In this study, we aim to investigate the relationship between hydrodynamics dispersion and the flow velocity in different types of porous media through a laboratory-controlled experiment. The results indicate that (1) the dispersion coefficient should not be a linear function of the flow velocity when the relationship between the flow velocity and the hydraulic gradient can be described by Darcy’s law satisfactorily; (2) Power function works well in describing the dispersion coefficient changing with the flow velocity for different types of porous media, and the power value is between 1.0-2.0 for different particle sizes. 相似文献
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The use of laboratory experiments for the study of conservative solute transport in heterogeneous porous media 总被引：4，自引：1，他引：3
Laboratory experiments on heterogeneous porous media (otherwise known as intermediate scale experiments, or ISEs) have been
increasingly relied upon by hydrogeologists for the study of saturated and unsaturated groundwater systems. Among the many
ongoing applications of ISEs is the study of fluid flow and the transport of conservative solutes in correlated permeability
fields. Recent advances in ISE design have provided the capability of creating correlated permeability fields in the laboratory.
This capability is important in the application of ISEs for the assessment of recent stochastic theories. In addition, pressure-transducer
technology and visualization methods have provided the potential for ISEs to be used in characterizing the spatial distributions
of both hydraulic head and local water velocity within correlated permeability fields. Finally, various methods are available
for characterizing temporal variations in the spatial distribution (and, thereby, the spatial moments) of solute concentrations
within ISEs. It is concluded, therefore, that recent developments in experimental techniques have provided an opportunity
to use ISEs as important tools in the continuing study of fluid flow and the transport of conservative solutes in heterogeneous,
saturated porous media.
Received, December 1996 · Revised, July 1997 · Accepted, August 1997 相似文献
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深入探究孔隙尺度下的流体流动特性和溶质运移规律对石油开采、农田养分管理、地下水污染修复有着重要意义。以人工构建的多孔介质结构和同步辐射X射线显微CT扫描的土壤团聚体（分辨率3.7 μm）为研究对象，在空间节点数多达64 000 000的情况下，基于格子Boltzmann模型和GPU并行技术计算得到多孔介质流体运动和溶质运移过程的关键参数，并据此探究多孔介质空间异质性对水力学特性的影响。通过对3组不同结构的多孔介质比较发现，结构复杂程度最高的土壤样品和不规则堆叠的圆球结构的渗透率在100 mD（即10-13m2）量级，远低于规则堆叠的圆球结构（>20 000 mD）；土壤的迂曲度为1.40~1.60，明显高于规则堆叠的圆球结构。研究结果表明，渗透率大的样品具有较小的迂曲度，这与结构的空间异质性有较强的关系；土壤的渗透率和迂曲度呈现各向异性；在水力梯度一定的前提下，渗透率较大的样品，纵向弥散系数也较大；同时，结构的异质性也会影响溶质的穿透曲线。本研究提出的模拟方法可在土壤结构中进行高效的水流运动和溶质运移模拟，可用于土壤多孔介质在孔隙尺度下的水力学特性研究。 相似文献
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深入探究孔隙尺度下的流体流动特性和溶质运移规律对石油开采、农田养分管理、地下水污染修复有着重要意义。以人工构建的多孔介质结构和同步辐射X射线显微CT扫描的土壤团聚体(分辨率3.7μm)为研究对象,在空间节点数多达64 000 000的情况下,基于格子Boltzmann模型和GPU并行技术计算得到多孔介质流体运动和溶质运移过程的关键参数,并据此探究多孔介质空间异质性对水力学特性的影响。通过对3组不同结构的多孔介质比较发现,结构复杂程度最高的土壤样品和不规则堆叠的圆球结构的渗透率在100 mD(即10^-13m^2)量级,远低于规则堆叠的圆球结构(>20 000 mD);土壤的迂曲度为1.40~1.60,明显高于规则堆叠的圆球结构。研究结果表明,渗透率大的样品具有较小的迂曲度,这与结构的空间异质性有较强的关系;土壤的渗透率和迂曲度呈现各向异性;在水力梯度一定的前提下,渗透率较大的样品,纵向弥散系数也较大;同时,结构的异质性也会影响溶质的穿透曲线。本研究提出的模拟方法可在土壤结构中进行高效的水流运动和溶质运移模拟,可用于土壤多孔介质在孔隙尺度下的水力学特性研究。 相似文献
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选用四氯乙烯（PCE）作为典型DNAPL污染物,以NaCl作为地下水中溶解盐代表,研究盐度对DNAPL在饱和多孔介质中运移和分布的影响。通过批次实验测定NaCl水溶液/石英砂/PCE三相体系下的接触角和界面张力,结果表明,PCE在石英砂表面的接触角随着水中NaCl浓度的增大而减小,而PCE和NaCl水溶液的界面张力随着NaCl浓度的增大而增大,尤其当氯化钠浓度较高时（>0.1 mol/L）,影响程度更为显著。在此基础上,采用透射光法监测不同介质情景下DNAPL在二维砂箱中的运移和分布,定量测定DNAPL在介质中的饱和度。实验结果表明,地下水盐度的增加将促进DNAPL的垂向入渗,减少被截留在运移路径上的DNAPL量,使得DNAPL运移路径及累积形成的池状DNAPL（pool）向水流方向偏移。在均质多孔介质和含有透镜体的非均质多孔介质中,随着盐度的增加,DNAPL在横向和垂向上的展布均呈现出增加趋势,导致污染源区变大,且介质中以离散状存在的DNAPL量明显增加。 相似文献
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Visualizing complex pore structure and fluid flow in porous media using 3D printing technology and LBM simulation 
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下载免费PDF全文 Pore structures of porous media and properties of fluid flow are key factors for the study of non-Darcy groundwater flow. However, it is difficult to directly observe pore structures and flow properties, resulting in a “black box” problem of porous media. This problem has hindered the in-depth study of the groundwater flow mechanism at the pore scale. In recent years, 3D rapid prototyping technology has seen tremendous development. 3D printing provides digital models and printing models of porous media with clear internal structure. Thus, Lattice Boltzmann Method can be used to simulate the flow processes at the pore scale based on real pore structures. In this study, 3D printing cores and Lattice Boltzmann Method were coupled to conduct both laboratory and numerical experiments in spherical porous media with different sphere diameters and periodic arrays. The LBM simulation results show a good agreement with laboratory experimental results. With the advantages of LBM and 3D printing, this approach provides a visualization of the complex pore structure and fluid flow in pores, which is a promising method for studies of non-Darcy groundwater flow at the pore scale. 相似文献