加筋水泥土梁力学性能的试验研究

在对加筋水泥土进行力学试验的基础上, 初步得出其基本的力学性能, 以期为加筋水泥土用于支护工程提供试验依据。     

非等间距GM(1,1)模型的总体最小二乘算法及其病态问题

在非等间距GM(1,1)模型中,系数矩阵中有无误差的常数项和有误差的随机项,并且系数矩阵与观测向量误差同源,即系数矩阵与观测向量中有相同的元素存在,这些相同元素应该有相同的改正数,为此本文推导了一种适合非等间距GM(1,1)模型求解的总体最小二乘算法。同时,考虑到非等间距GM(1,1)模型中存在病态问题时影响总体最小二乘计算结果的稳定性,提出对系数矩阵常数列乘以某一常数的方法,以改善病态问题。     

隧道围岩结构地震动稳定性分析的动力有限元强度折减法

为了得到隧道围岩结构的地震动安全系数,借助通用有限元软件ANSYS,首先对水平地震作用下的模型进行模态分析,得到质量阻尼系数和刚度阻尼系数;其次由静力分析模型得到竖向边界上的水平向支座反力,然后将结构自重转化为温度边界条件,通过热分析得到模型各节点的温度,从而实现在动力分析中考虑重力的影响;最后采用悬臂梁动力分析模型,导入热分析获得的模型各节点的温度,并在竖向边界上施加水平向支座反力,通过不断折减围岩塑性区的凝聚力c和内摩擦角?,直到计算不收敛为止,从而得到隧道围岩结构的地震动安全系数。数值算例结果表明：采用的方法是可行的,将围岩结构自重转化为节点温度的措施解决了以往动力分析不能考虑结构自重的难点,进而为以后地震作用下隧道动力安全系数的计算及其工程应用提供了理论依据。     

冻融循环下加筋膨胀土边坡稳定性模型试验

控制边坡在冻融循环中的劣化作用,可保障季节冻土区域膨胀土边坡长期稳定。为确定土工格栅对膨胀土边坡在冻融循环过程中的稳定效果与工程意义,本文开展了膨胀土边坡模型试验,对比冻融过程中边坡内土压力、含水率、位移、温度变化。结果表明：土工格栅可约束膨胀土冻融裂缝,使裂缝发育更为均匀一致,同时减小边坡位移;加筋材料能抑制边坡水分迁移与热传导并减小土压力变化;对膨胀土边坡加筋处理可显著降低含水率波动幅值,从而减小膨胀土受含水率变化引发的胀缩劣化;不同于普通黏土,膨胀土边坡冻融循环中呈现冻缩融胀特点,而边坡加筋可有效提升冻土区膨胀土边坡的冻融稳定性,具有工程应用价值。     

雾化雨入渗影响下岩质边坡的流固耦合分析

借鉴不饱和渗流的研究方法,参考考虑雾化雨入渗的数学模型和应用有限元软件ABAQUS,分析了雾化雨入渗影响下边坡位移场和渗流场的变化,以及雾化雨入渗对岩体高边坡稳定性的影响。将该方法应用于某水电站大型岩体高边坡工程,得到具有重要工程指导意义的结论和建议。结果表明,雾化雨入渗使得坡体发生了较为明显的变形,且入渗量越大边坡的变形越大,应加强坡面的保护,最大限度地减小雨水入渗,降低雾化雨入渗对边坡的影响。     

高地应力作用下渭武高速木寨岭隧道围岩大变形灾变预测分析研究

为解决在建渭武高速木寨岭隧道施工过程中遇到的高地应力环境下软岩大变形问题,基于工程区已有地应力实测数据,利用ANSYS有限元软件建立三维地质模型,反演工程区地应力场,并结合Hoek围岩变形预测公式计算分析隧道围岩的变形量。结果表明：工程区的地应力场主要受断裂控制,其次还受到岩体强度和地形的双重影响,强构造变形区的水平主应力值普遍低于弱构造变形区,沿隧道轴线三向主应力大小关系为最大水平主应力（SH）>最小水平主应力（Sh）>垂直应力（SV）,强构造变形区最大水平主应力值在G8区段最大,而在G6区段和G11区段最小;弱构造变形区的水平主应力值自G12区段开始逐渐增大,直至G14中段开始因埋深减小而逐渐降低。沿隧道轴线最大水平主应力方向总体为北东向,而在断裂间挤压构造带多偏转为北东东—近东西向。高速公路隧道围岩变形受岩体强度和地应力场的双重影响,其中,岩体强度占主导作用,围岩变形量主要集中在20~80 cm范围内,变形等级以中等和强烈为主。     

汶川8．0级地震前兆异常对比研究

The contrast research results show that the number of items and stations with imminent, short and medium term precursor anomalies for the Wenchuan M_S 8. 0 earthquake is less than that of the Menglian earthquake. The number of anomalies and stations associated with the Wenchuan earthquake increased in the early stage of the short-term range,as opposed to the later period for the Menglian and Lijiang earthquakes. Most of the medium term anomalies occurred two to three years before the Wenchuan earthquake,when the number of anomaly stations and items was eleven,and a great change appeared in the observation values in about half of the stations ( items ) . However,for the Menglian earthquake,medium term anomalies happened one to two years before the earthquake, the number of abnormal stations and items reached 20,and a sharp change appeared in the observation values six months to one year before the earthquake in about 30 percent of the stations or items. In the epicenter and the nearby area,the macroscopic abnormalities started 3 years before the Wenchuan earthquake and lasted intermittently until 1 month before the earthquake. Within 2 percent of the total area of the province,the macroscopic abnormalities accounted for 30 to 50 percent of the total number of anomalies of the Province. For the Xingtai,Tangshan,Haicheng,Songpan earthquakes,the macroscopic anomalies started two to three months before,or on the very day of the earthquakes. The common feature of the precursors between the Wenchuan and other strong earthquakes is the appearance of tremendous changes in a certain number of observation values of anomalies in the mid and short terms before all these earthquakes.     

中国积雪资源时空演变特征及其旅游开发关键区识别

积雪资源深刻影响着滑雪旅游的发展与布局,刻画中国积雪资源时空特征,识别旅游开发关键区,对中国冰雪旅游高质量发展具有重要意义。本文通过Mann-Kendall突变检验、热点分析、重要-感知实绩分析（IPA）等方法刻画中国1979—2020年积雪资源时空演变特征,构建资源稳定性-旅游开发适宜性指标体系,识别中国滑雪旅游开发关键区。结果表明：(1)中国积雪资源过去40年变化可划为3个阶段,1980—1995年（Ⅰ）积雪资源下降,1995—2010年（Ⅱ）增加,2010—2020年（Ⅲ）下降。在空间上,变化面积呈现Ⅰ-Ⅱ（33.2%）>Ⅱ-Ⅲ（31.1%）>Ⅰ-Ⅲ（29.3%）的特征;(2)中国积雪资源在月尺度上,1—3月（Ⅰ）积雪资源基本维持稳定,3—10月（Ⅱ）显著下降,10—12月（Ⅲ）恢复。在空间上,变化面积呈Ⅰ-Ⅲ（30.3%）>Ⅱ-Ⅲ（28.3%）>Ⅰ-Ⅱ（26.8%）的变化规律;(3)中国境内滑雪旅游开发极关键区面积占比为4.90%、关键区为11.69%、一般区为31.57%、不关键区为25.73%、极不关键区为26.11%,总体来看中国境内85%的区域不...     

同步发电机PSS与励磁系统的仿真研究

电力系统稳定器（PSS）是目前抑制电力系统低频振荡最有效的方法之一.在分析了同步发电机励磁控制系统及其模型的基础上,研究了以PSS为辅助控制的同步发电机励磁控制方式,基于Matlab构建了改进的PSS励磁控制系统的仿真模型.在三相短路以及断线故障情况下对单机无穷大系统进行仿真测试,结果表明：加装PSS的励磁控制系统的各方面性能优越于无PSS的励磁控制系统,为励磁系统的设计提供了依据.     

The effect of a topographic high on the morphological stability of a two-inlet bay system

The cross-sectional stability of two tidal inlets connecting the same back-barrier lagoon to the ocean is investigated. The condition for equilibrium is the cross-sectional area tidal prism relationship. In an earlier study [Van de Kreeke, J., 1990. Can multiple inlets be stable? Estuarine, Coastal and Shelf Science 30: 261–273.], using the same equilibrium condition, it was concluded that where two inlets connect the same basin to the ocean ultimately one inlet will close. One of the major assumptions in that study was that the water level in the basin fluctuated uniformly. In hindsight this assumption might be too restrictive. For example, in the Wadden Sea the back barrier lagoon consists of a series of basins, rather than one single basin, separated by topographic highs. These topographic highs limit but do not exclude the exchange of water between the sub-basins. For this reason in the present study, a topographic high in the form of a weir was added, separating the back-barrier lagoon in two sub-basins. The water level in the sub-basins, rather than in the back-barrier as a whole, is assumed to fluctuate uniformly. For this schematization the hydrodynamic equations are solved using a finite difference method. The results, together with the equilibrium condition, yield the equilibrium flow curve for each of the inlets. The intersections of the two equilibrium flow curves represent combinations of cross-sectional areas for which both inlets are in equilibrium. The stability of the equilibriums was investigated using a non-linear stability analysis resulting in a flow diagram. Calculations were carried out for different inlet and weir characteristics. Sinussoidal tides were the same for both inlets. The results show that for relatively large wetted cross-sectional areas over the topographic high, approaching the situation of a single basin, there are no combinations of inlet cross-sectional areas for which both inlets are in a stable equilibrium. This supports the conclusion in the earlier study. For relatively small wetted cross-sectional areas over the topographic high there is one set of stable equilibriums. In that case the two-inlet bay system approaches that of two single-inlet bay systems.