粗粒土大三轴试验研究综述

自然界中广泛分布粗粒土,其具有压实密度大、良好透水性、抗剪强度高、沉降变形小、不易产生地震液化等优良的工程特性,已被广泛运用于土石坝工程建设中。本文在阅读大量参考文献的基础上概括和总结了粗粒土大三轴试验研究进展情况,包括抗剪强度、变形特性、应力-应变关系特性、试验中的若干问题,并结合已有认识,提出了笔者一些自己的思考,指出了今后关于粗粒土的研究方向。     

考虑应变局部化的粗粒料剪切损伤力学机制

针对粗粒料的应变软化、剪胀等力学特性,通过考虑以剪切带为标志的应变局部化现象,建立了具有广泛适用性的剪切损伤力学模型。损伤模型采用了包体理论中的剪切带数学简化,基于应变等价原理、Weibull分布,推导了粗粒料的应力-应变关系方程。从剪胀作用的机制出发,提出可以描述剪胀弱化的轴向塑性应变和体积塑性应变的非线性函数关系。结合粗粒料三轴压缩试验中的伺服过程,提出了基于遗传算法的损伤模型参数确定方法。通过开展不同围压下的粗粒料三轴压缩试验,对剪切损伤力学模型进行验证,进一步分析了参数演化对粗粒料强度和变形特征的影响。研究结果表明,考虑应变局部化特征的剪切损伤力学模型可以高精度的模拟粗粒料的应变软化和剪胀等特征,有效揭示剪切带内部变形对试样整体宏观变形的影响机制,模型中剪切带参数和围压的关系与粗粒料细观机制一致,计算得到强度组成与颗粒破碎、重组特征较为吻合。     

考虑应力变化速率的岩石脆性评价指标

脆性作为岩石的重要的力学指标,对深部岩体性态评价以及灾害预防具有重要意义。岩石应力−应变曲线能够很好地表征岩石的脆性。考虑到现有基于应力−应变曲线的脆性指标大多都只对曲线的一部分进行分析,且少有指标能够准确地应用于岩石II类曲线中,对整体判断的缺乏可能会导致工程应用上适应性及可靠性不足的情况。针对现有脆性指标普遍存在的物理意义模糊、评估结果与岩石脆性的关系非连续等问题,综合考量岩石应力−应变曲线中峰前应力上升速率、峰后应力跌落速率以及峰值点应变值对岩石脆性的影响,提出了一种物理意义明确、计算结果与岩石脆性之间的关系是单调且连续的岩石脆性指数计算方法。选取国内外常用脆性指标对锦屏II级水电站大理岩和某铁路隧道花岗岩、变质砂岩以及片麻岩的单轴压缩试验数据进行脆性评价后进行比较,验证了指标的适用性。进一步将提出的指标应用于常规三轴试验条件下大理岩脆性分析,结果表明,该指标不仅能够量化和分类不同岩石的脆性特征,还能表征围压对岩石脆性的抑制作用。     

河南省栾川县红庄-元岭金矿床原生晕轴向分带特征及深部成矿远景评价

红庄-元岭金矿床位于豫西熊耳山金及多金属成矿带南亚带上,是近年来发现的中型金矿床。通过对该矿床地质特征、成晕元素共生组合及分带特征的研究,认为该区原生晕分带序列整体为正常序列,49号勘探线中存在前缘晕元素与近矿晕元素叠加共存的现象。地球化学参数反映了该区成矿具多期多阶段的特点,部分参数在深部有向高值转折的趋势,Au及近矿晕元素异常规模向深部具有增大趋势,表明深部有一定找矿潜力。结合原生晕轴向序列特征及地球化学参数、异常规模随深度的变化特征,认为浅部找矿的重点应放在海拔约400m以上,攻深找盲的重点应放在海拔300m以下。     

钻柱振动特性的仿真分析

钻进过程中,钻柱振动是不可避免的,而且钻柱产生振动的原因是多方面的。随着研究的深入,人们不仅认识到钻柱振动对钻井作业产生的负面影响,还认识到利用振动可以得到许多井下信息。运用一根钻杆模型,分析了其在不同工作状况下的振动特性,得到了钻杆在横向、纵向、扭转振动的多阶振型,以及对应的应力应变图。对照振型和应力应变图,联系钻井实践中各种钻柱失效形式,以期从中找出一些振动与钻柱失效的关联,更好地利用振动去解决生产问题。     

煤系沉积岩应力–应变与应变–渗透率特征

通过对济宁三号煤矿岩样进行现场采取和室内试验分析,探究对开采有威胁的3煤层顶板砂岩和红层的渗透率特征。试验结果表明,中粗砂岩的渗透率最大,泥岩样的渗透率相对较小;应力对岩石的渗透率有很大的影响,主要体现在节理的法向闭合和剪胀效应,其中应力剪胀能显著地改变岩石节理的渗透性;岩石应变渗透率曲线,表现出渗透率峰值"滞后"的特点;在岩石处于弹塑性阶段时候,渗透率的变化剧烈且具有不可预测性,然而岩石渗透率与体积应变有很好的一致性。通过对实验结果的归纳总结,本文将岩石在全应力应变过程中渗透率变化划分成5个阶段:微裂隙压密闭合阶段、微裂隙随机扩展阶段、裂隙扩展贯通阶段、裂隙错动充分发育阶段和裂隙二次闭合阶段。     

Evaluation of stress strain non-uniformities in the laboratory direct simple shear test specimens using 3D discrete element analysis

The direct simple shear (DSS) device is one of the commonly used laboratory element testing tools to characterize the shear behaviour of soil. The interpretation of results from an element test requires understanding of the degree of stress and strain non-uniformities in a given test specimen. So far, studies on stress and strain non-uniformities in the DSS test have been conducted using direct boundary measurements of stresses in laboratory specimens supported by a continuum based analytical approach. Discrete element modelling now provides a means of modelling the soil behaviour in a realistic manner using a particulate approach. Accordingly, the performance of a DSS specimen was modelled using discrete element modelling with emphasis on assessing stress and strain non-uniformities in the specimen during shearing. The approach allowed for the numerical determination of stresses not only at the boundaries, but also within the DSS specimen. It was shown that mobilised stress ratio distribution throughout the shearing phase for the majority of specimen volume at locations near the central planes parallel and perpendicular to the direction of shearing is fairly uniform. Finally, it was noted that the potential for particle slippage at locations near the specimen centre can result in non-uniform shear strain distributions.     

How Fast the Nucleus of Comet Hale–Bopp was Rotating?

At the First International Conference on Comet Hale–Bopp(Canaries, 1998) many astronomers agreed with the value of theperiod of axial rotation of its nucleus, which was obtained byobservers by a comparison of the two sequential patterns of thedust arcs. It was noted that the pattern had been repeated each∼12 hours. The value 11.35^h was taken as the periodof axial rotation. However, alternative periods of 4 and 8 days havealso been suggested. The possible reasons for thisdiscrepancy are discussed. It is shown that a short period could be obtained by a misidentification of the same arc on twosequential images and, as a result, an overestimate of theradial velocity of dust in the arcs. To obtain the half day period one must take the projected velocity of the arc ∼ 1.6 km/s,which exceeds the H₂O gas expansion velocity. If one takes a lower expansion velocity a longer period would be obtained.     

ICP-AES双向测定土壤中铜、锰、钒、锌金属元素的对比研究

本文采用电感耦合等离子体发射光谱法(ICP-AES)轴向和径向测定土壤中铜、锰、钒、锌四种金属元素的含量,比较分析了在不同三酸[硝酸(HNO3)、氢氟酸(HF)、高氯酸(HCLO4)]用量(配比)下对5种国家标准物质的消解性差异和对四种元素轴向和径向测定结果的影响。结果表明:(1)消解过程中f、g、h配比的三酸消解速度较快,d、e次之,a、b、c相对较慢。(2)对于低含量试样径向观测对轴向观测灵敏度较高;同时三酸消解用量不同,其结果差异性不明显,而发现中高含量范围内横向观测比径向观测相对偏差较小,说明了轴向观测效果较好。(3)通过采用f配比的三酸经过前处理进行稳定性分析,结果可知标准偏差(SD)均小于10,相对标准偏差(RSD)均小于5%,对于高含量锰元素横向观测较径向观测稳定性高,其余元素差异性不明显。     

Moving load response of an axially loaded Timoshenko beam on a multilayered transversely isotropic half-space comprising different media

This paper investigates the dynamic response of an axially loaded Timoshenko beam coupled with a multilayered transversely isotropic (TI) half-space subjected to a moving load. An axial force induced by the thermal expansion is taken into account in the Timoshenko beam. The half-space considers the alternate distribution of an arbitrary number of TI elastic and poroelastic layers to model foundation soils with different properties and moisture conditions. To solve the governing equations, Fourier transform is adopted. The stratified foundation is formulated by extending an “adapted stiffness matrix method” to a more general scenario with an arbitrary number of layers. The beam is then coupled with the foundation to derive solutions to the system in the frequency-wavenumber domain. The final results in the time-spatial domain are recovered by the inverse Fourier transform. After confirming the accuracy of the method in this study, the influences of the pore water existence, the transverse isotropy of different parameters, and the axial force are investigated. It can be observed that the effect of pore water existence on the maximum beam deflection can reach 22% in this study. The transverse isotropy of the elastic and shear moduli influences the critical speed of the beam deflection by altering the phase velocity of the first wave propagation mode of the beam-foundation system. The vertical permeability coefficient is more important than the horizontal one in determining the excess pore pressure. The rise of the beam temperature (axial force) decreases the critical speed and magnifies the vibrations.