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1.
变形模量作为表征岩体变形特征的重要参数,是岩体工程设计的基础力学参数之一。在综合前人研究的基础上提出了基于三维结构面网络模拟确定岩体变形模量的方法,编制了三维结构面网络模拟及计算RQD值的程序。以西南山区某水电站坝址区岩体为实例,在概率统计各组优势结构面几何要素分布形式的基础上,采用Monte Carlo法生成三维结构面网络模型,据此获得岩体三维RQD值,利用RMR法进行质量评价和变形模量的确定,并与钻孔资料统计法和原位试验结果进行对比分析。结果表明:基于钻孔资料统计的估算结果与原位试验相对误差达31.62%,且其估算值偏低;基于三维结构面网络模拟的估算结果与原位试验相对误差仅为2.56%,估算结果精度较高。该方法考虑了岩体质量的空间各向异性,对岩体的质量评价和参数确定更为合理,研究成果为该工程的优化设计提供了合理的计算参数。   相似文献   

2.
岩体波速与坝基岩体变形模量关系   总被引:1,自引:0,他引:1  
宋彦辉  巨广宏  孙苗 《岩土力学》2011,32(5):1507-1512
岩体变形模量是岩体工程设计最重要的参数之一,尽管其可以通过各种现场试验来获得,但因其耗时、费力、投资大,使得许多中小型工程及大型工程的初步设计阶段无法通过试验来得到这一参数。因此,许多研究者建立了诸多岩体变形模量与岩体物理力学参数或岩体质量分级之间的相关关系,如岩体变形模量与RQD、RMR分级、Q分级、岩体纵波速度等之间的关系,从而利用这些关系估算岩体变形模量。总结了已有估算岩体变形模量的各种方法,讨论了其应用条件及预测结果,重点分析了利用岩体纵波速度估算岩体变形模量的方法及存在的问题,并以玛尔挡坝址为实例,建立了相关预测公式。通过与已有估算方法的对比研究,阐明了各种方法预测结果的异同,表明其建立的估算公式与Barton等公式具有较好的一致性,可以用来估算岩体的变形模量  相似文献   

3.
经验公式估算岩体变形模量是岩体工程中常用方法之一,在岩体分级系统中出现了很多的经验估算公式,但对于不同经验估算公式计算结果的统计特征与自变量权重分析报道较少。采用蒙特卡罗随机抽样法,基于地质强度指标GSI(geological strength index)系统地分析岩体变形模量估算公式计算结果的统计分布特征及其自变量的权重,讨论不同扰动因子条件下的岩体变形模量统计分布规律及其自变量权重的变化规律。结果表明,扰动因子对各种岩体变形模量统计分布模型均值的影响各异,对Hoek公式得出的岩体变形模量统计模型均值的影响最大,质量好的岩体变形模量受到的影响比质量差的岩体小。  相似文献   

4.
鱼简河水库坝基岩体模量研究   总被引:4,自引:0,他引:4  
岩体变形模量的确定是岩石力学界研究的难点问题。贵州省鱼简河水利工程是国家重点工程,该工程大坝坝型为拱坝,坝基岩体变形模量的大小直接影响其坝体结构设计。本文在坝基岩体分组的基础上,利用Monte-Carlo模拟技术,采用RMR法与岩体损伤的分形模型对岩体变形模量进行估算,最后结合原位试验和工程地质类比给出岩体参数建议值,为坝体设计提供合理的计算参数。   相似文献   

5.
基于现场试验的岩体变形模量尺寸效应研究   总被引:6,自引:4,他引:2  
岩体力学参数具有随机性和不确定性,合理确定岩体力学参数是岩土工程稳定性分析的基础和关键。以某水电站前期研究的110个钻孔弹模测试数据为研究样本,对其进行了统计特征分析,确定变形模量的概率分布特征更符合Weibull分布。以钻孔弹模仪承压板尺寸为岩体变形模量研究的样本尺度,岩体由该尺度的岩样叠加而成,建立了不同尺寸的立方体岩体数值分析模型,按照Weibull分布随机给出各岩样的变形模量,在此基础上对不同尺寸的岩体分别进行5 000次单轴压缩试验的数值模拟,得到了不同尺度岩体等效变形模量的变化特征,确定了岩体等效变形模量的REV。基于现场实测岩体变形模量与概率统计理论相结合研究岩体变形模量是一个新的尝试,可为该水电站工程岩体力学参数的合理取值提供依据。  相似文献   

6.
陈君  刘明明  李星  陈益峰  周创兵 《岩土力学》2016,37(6):1706-1714
裂隙岩体的渗透特性受控于裂隙的发育特征、连通特性和充填情况,并与岩体的地应力水平具有显著的相关性。基于裂隙岩体渗透性的影响因素,并考虑现有渗透系数估算模型的不足,利用钻孔压水试验和钻孔电视图像资料,建立考虑埋深(Z)、岩石质量指标(RQD)以及充填物指标(FSD)等3个指标的渗透系数估算ZRF模型,并应用到牙根二级水电站及其他工程区的渗透系数估算中。结果表明,与已有的渗透系数估算模型相比,ZRF模型较好地反映了岩体渗透性的影响因素,且模型参数物理意义明确,便于获取,对分析裂隙岩体渗透性具有一定的工程参考价值。  相似文献   

7.
采用渗流场-应力场耦合的观点,用表征渗透性的单位吸水量数据,反求了岩体宏观力学参数——岩体变形模量。裂隙岩体的渗透性大小是裂隙宽度的函数,而岩体不同深度的裂隙宽度由应力大小和变形模量决定,因此可以通过裂隙宽度把渗透性参数和岩体力学参数结合起来。以小浪底水库左岸砂泥岩裂隙岩体T41地层为实例研究表明,该方法求得的岩体变形模量符合随着应力增大而增加这一规律,也符合风化岩体变形模量相对较小这一规律,并且数量级与收集到的相近岩体的变形模量一致,因此所求结果是可靠的。  相似文献   

8.
采用堆载法进行天然状态与饱和状态下强风化角岩边坡岩体的现场直接剪切试验,获得不同正应力水平下剪切应力-剪切变形关系曲线和剪切强度参数,对其剪切应力-剪切变形关系曲线特征和不同正应力作用下剪应力随正应力的变化规律以及水-力耦合作用对剪切强度与变形特性影响进行了分析。试验结果表明:岩体峰值剪切强度和屈服剪切强度均随正应力的增大而增大;天然状态和饱水状态下剪应力随不同正应力的变化趋势基本相同;岩体剪切强度随含水率的增大而减小,在低法向应力下尤其敏感;水对岩体强度参数中黏聚力c的弱化作用更加明显,同时加大了岩体变形量,延长了岩体变形过程;通过现场直剪试验测得的法向变形可以估算岩体的压缩模量,为边坡稳定性分析提供参数。  相似文献   

9.
周洪福  聂德新  王春山 《地球科学》2015,40(11):1904-1912
岩体变形模量是岩体工程设计最重要的参数之一.由于受到资金、时间、尺寸效应等限制, 在工程勘察设计阶段往往不可能大量开展岩体现场和室内变形模量试验, 试验结果也不具有普遍代表性.因此, 水电工程常常采用岩体纵波波速与变形模量之间的相关关系来估算大范围及深部岩体变形模量.根据波动微分方程从理论上解释了岩体纵波波速与变形模量之间内在的联系.以我国西南金沙江干流上坝基主要为玄武岩体的4个大型水电工程为例, 根据132组现场变形模量试验结果与同向波速测试结果建立玄武岩体波速与变形模量相关方程, 并与也有的研究成果对比分析.研究成果表明, 玄武岩体波速与变形模量具有较好的相关性.当波速小于4 500 m/s时, 不同类型玄武岩根据波速计算变形模量差别较小; 当波速大于4 500 m/s时, 差别逐渐增加.选取最优的相关方程用于估算坝基玄武岩体变形模量, 为水电工程坝基玄武岩体变形模量的快捷评价提供科学依据.   相似文献   

10.
刘杰  骆世威  李建林  蔡健  肖蕾 《岩土力学》2013,34(10):2919-2927
研究了层状岩体各向异性以及宏观力学参数分析方法,提出基于大型岩土分析软件ADINA各向异性材料模块,采用分区分级宏观力学参数模拟分析方法,结合“代表单元体”理论思想,对丹巴水电站二云片岩进行了各向异性模拟和宏观力学参数分析,研究得到丹巴片岩不同片理倾角宏观力学参数以及各向异性特征变化规律。研究结果显示,丹巴二云片岩尺度增加,平行片理向、垂直片理向变形模量 、 收敛幅度不同步, 变化幅度随倾角增大而增大,收敛速率更高,水平向变形模量 趋势较平缓,泊松比的变化规律恰好与之相反;随片理面倾角增大,丹巴二云片岩力学参数趋于极限值规律明显。  相似文献   

11.
This paper outlines the hydraulic characteristics of fractured rock masses and their implication in engineering works. The hydraulic behavior of subsurface fracture systems has been evaluated by means of hydraulic testing using packer tests and by fracture analysis. A comparison of the borehole results with those of surface fracture mapping provides a reasonable correlation between the two methods of measuring fractured rock hydraulic conductivity. The mean hydraulic conductivity value obtained from the boreholes is 36.5 LU (9.26᎒-5 m/s), while the mean value of hydraulic conductivity obtained from field mapping of fracture data is in the order of 1᎒-5 m/s. Based on the hydraulic conductivity values the sandstone rock mass can be considered medium to highly conductive; nevertheless, it seems to be almost impervious at greater depth. The empirical relationships which have been derived between hydraulic conductivity and both rock quality designation (RQD) and rock mass rating (RMR) indices indicated that the mean value of hydraulic conductivity of the rock mass could be estimated to be in the order of 10-5 m/s, which is confirmed by the packer tests.  相似文献   

12.
Changes in the hydraulic conductivity field, resulting from the redistribution of stresses in fractured rock masses, are difficult to characterize due to complex nature of the coupled hydromechanical processes. A methodology is developed to predict the distributed hydraulic conductivity field based on the original undisturbed parameters of hydraulic conductivity, Rock Mass Rating (RMR), Rock Quality Designation (RQD), and additionally the induced strains. The most obvious advantage of the methodology is that these required parameters are minimal and are readily available in practice. The incorporation of RMR and RQD, both of which have been applied to design in rock engineering for decades, enables the stress-dependent hydraulic conductivity field to be represented for a whole spectrum of rock masses. Knowledge of the RQD, together with the original hydraulic conductivity, is applied to determine the effective porosity for the fractured media. When RQD approaches zero, the rock mass is highly fractured, and fracture permeability will be relatively high. When RQD approaches 100, the degree of fracturing is minimal, and secondary porosity and secondary permeability will be low. These values bound the possible ranges in hydraulic behaviour of the secondary porosity within the system. RMR may also be applied to determine the scale effect of elastic modulus. As RMR approaches 100, the ‘softening’ effect of fractures is a minimum and results in the smallest strain-induced change in the hydraulic conductivity because the induced strain is uniformly distributed between fractures and matrix. When RMR approaches zero, the laboratory modulus must be reduced significantly in order to represent the rock mass. This results in the largest possible change in the hydraulic conductivity because the induced strain is applied entirely to the fracture system. These values of RMR bound the possible ranges in mechanical behaviour of the system. The mechanical system is coupled with the hydraulic system by two empirical parameters, RQD and RMR. The methodology has been applied to a circular underground excavation and to qualitatively explain the in situ experimental results of the macropermeability test in the drift at Stripa. Copyright © 1999 John Wiley & Sons, Ltd.  相似文献   

13.
Summary ?Strain-dependent hydraulic conductivities are uniquely defined by an environmental factor, representing applied normal and shear strains, combined with intrinsic material parameters representing mass and component deformation moduli, initial conductivities, and mass structure. The components representing mass moduli and structure are defined in terms of RQD (rock quality designation) and RMR (rock mass rating) to represent the response of a whole spectrum of rock masses, varying from highly fractured (crushed) rock to intact rock. These two empirical parameters determine the hydraulic response of a fractured medium to the induced-deformations. The constitutive relations are verified against available published data and applied to study one-dimensional, strain-dependent fluid flow. Analytical results indicate that both normal and shear strains exert a significant influence on the processes of fluid flow and that the magnitude of this influence is regulated by the values of RQD and RMR.  相似文献   

14.
This paper presents the establishment of an empirical HC model for estimating rock mass hydraulic conductivity of highly disturbed clastic sedimentary rocks in Taiwan using high-resolution borehole acoustic televiewer and double packer hydraulic tests. Four geological parameters including rock quality designation (RQD), depth index (DI), gouge content designation (GCD), and lithology permeability index (LPI) were adopted for establishing the empirical HC model. To verify rationality of the proposed HC model, 22 in-situ hydraulic tests were carried out to measure the hydraulic conductivity of the highly disturbed clastic sedimentary rocks in three boreholes at two different locations in Taiwan. Besides, the model verification using another borehole data with four additional in-situ hydraulic tests from similar clastic sedimentary rocks was also conducted to further verify the feasibility of the proposed empirical HC model. The field results indicated that the rock mass in the study area has a conductivity between the order of 10− 10 m/s and 10− 6 m/s at the depth between 34 m and 275 m below ground surface. Results demonstrate that the empirical HC model may provide a useful tool to predict hydraulic conductivity of the highly disturbed clastic sedimentary rocks in Taiwan based on measured HC-values.  相似文献   

15.
Soil consolidation has been widely analyzed using the poroelastic theory. As soil consolidation proceeds, porosity variation leads to the changes in hydraulic conductivity, Young’s modulus, and body force. However, the combined deformation effect of porosity variation on soil consolidation is rarely examined. In this study, a poroelastic consolidation model used to simultaneously consider the changes in hydraulic conductivity, Young’s modulus, and body force was developed to investigate the combined deformation effect of porosity variation on soil consolidation caused by groundwater table decline. The results indicate that the deformation effect of porosity variation on soil consolidation is negligible when the body force number is <0.01. For body force numbers >0.01, soil displacement could be overestimated or underestimated if the combined deformation effect of porosity variation is not completely considered. The misestimation of soil displacement increases as the body force number increases. In addition, the combined deformation effect of porosity variation also affects the transmission of pore water pressure. Therefore, it could be concluded that a reliable analysis of soil consolidation must simultaneously account for the variations in hydraulic conductivity, Young’s modulus, and body force.  相似文献   

16.
Deformability of rock masses influencing their behavior is an important geomechanical property for the design of rock structures. Due to the difficulties in determining the deformability of jointed rock masses at the laboratory-scale, various in-situ test methods such as pressuremeter, dilatometer, plate loading tests etc. have been developed. Although these techniques are currently the best and direct methods, they are time-consuming and expensive, and present operational difficulties. In addition, the influence of the test volume on deformation modulus depending on the method employed is also important. For these reasons empirical equations to indirectly estimate the deformation modulus have also been recommended by several investigators as an alternative approach. In this study; the geomechanical quality of weak, heavily jointed, sheared and/or blocky greywacke rock masses, on which very concentrated civil works are continuing at the southern and southwestern parts of Ankara (Turkey), was assessed. The deformation modulus was determined by pressuremeter tests, the possible effects of variables on the derived deformation modulus from the pressuremeter test were evaluated by numerical methods, and the comparisons between the deformation modulus of the greywackes obtained from the pressuremeter tests and their geomechanical quality (GSI and RMR) were made. Numerical simulations revealed that the presence of a disturbed annulus around the borehole causes underestimation of the deformation modulus, while the effect of length to diameter ratio of the pressuremeter probe on the deformation modulus is minor. Based on the geo-engineering characterization assessments, mainly two greywacke rock masses with different geomechanical qualities were identified. Geotechnical quality of one of these rock masses was verified by the back analysis of two slope failures. The empirical equations to indirectly estimate the deformation modulus of the greywackes using their GSI and RMR values yielded high coefficients of correlation.  相似文献   

17.
Homogenization in fractured rock analyses is essentially based on the calculation of equivalent elastic parameters. In this paper, a new numerical homogenization method that was programmed by means of a MATLAB code, called HLA-Dissim, is presented. The developed approach simulates a discontinuity network of real rock masses based on the International Society of Rock Mechanics (ISRM) scanline field mapping methodology. Then, it evaluates a series of classic joint parameters to characterize density (RQD, specific length of discontinuities). A pulse wave, characterized by its amplitude, central frequency, and duration, is propagated from a source point to a receiver point of the simulated jointed rock mass using a complex recursive method for evaluating the transmission and reflection coefficient for each simulated discontinuity. The seismic parameters, such as delay, velocity, and attenuation, are then calculated. Finally, the equivalent medium model parameters of the rock mass are computed numerically while taking into account the natural discontinuity distribution. This methodology was applied to 17 bench fronts from six aggregate quarries located in Tunisia, Spain, Austria, and Sweden. It allowed characterizing the rock mass discontinuity network, the resulting seismic performance, and the equivalent medium stiffness. The relationship between the equivalent Young’s modulus and rock discontinuity parameters was also analyzed. For these different bench fronts, the proposed numerical approach was also compared to several empirical formulas, based on RQD and fracture density values, published in previous research studies, showing its usefulness and efficiency in estimating rapidly the Young’s modulus of equivalent medium for wave propagation analysis.  相似文献   

18.
岩石质量描述图与岩石质量风险分析探讨   总被引:4,自引:0,他引:4       下载免费PDF全文
本文针对结构面间距最常见的两种分布形式--负指数分布和对数正态分布,探讨了岩石质量指标(RQD)的Monte-Carlo模拟方法,首和无根据结构面间距分布密度函数产和一包含50万个随机结构面并按生成顺序排列的模拟真实岩体的总测线,然后为了和实际 钻探时以2米测线计算RQD相一致,在总测线上按均匀分布形式随机抽取大于等于2米的局部测线共5万个计算RQD单值,并进一步统计得出所有RQD的平均值,RQD累积分布曲及岩石质量描述图,对于自然界大部分岩体,可根据结构面间距统计参数,直接在本文得出的一系列岩石质量图上定出RQD平均值,岩石质量百分比(RQP)及岩石质量风险(RQR)。  相似文献   

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