Development of partial factor design method on bending strength of piles for Japanese Specifications for Highway Bridges

ABSTRACT

This paper describes the development of a partial factor design method on the bending strength of piles for the Japanese Specifications for Highway Bridges. First, uncertainties in mobilised bending moments and yield bending moments were evaluated by Monte Carlo simulations. Second, the reliability of piles designed by the previous specifications were evaluated on the basis of reliability analysis considering uncertainties in the mobilised bending moments, yield bending moments, and other factors. Finally, a partial factor design method utilising a survey subsurface investigation method and ground type was developed to reach target reliability levels determined by the Standards.     

风险分析实践的感悟

考虑到我国水资源短缺、水灾害频发和水环境恶化的情势,在水利建设和管理中,突出风险意识是非常必要的和十分及时的。我们多年从事风险分析实践的感悟是：水利风险模拟分析完全不同于建筑结构物的可靠度计算,更不是模拟设计洪水的淹没范围和水深,其真谛是在于如实模拟出当地的水旱灾害的不确定性,是对传统思维模式的重大的突破。有些传统理念也有必要作调整,如：工程水文学科的内涵,可持续发展的不确定性和风险分析的风险。     

沈阳市供水系统抗震功能可靠性分析

城市供水管网的抗震研究能够服务于供水管网的规划、设计和改造。以沈阳市供水管网系统为背景,介绍了一类求解大型供水网络节点及系统功能可靠度的方法。对沈阳市主干供水网络进行了抗震功能可靠性分析。研究结果证明,建议方法是合理评价供水管网地震后工作性能的工具,可以为大型供水管网的抗震可靠度分析及抗震设计服务提供基础。     

DGZ-1多功能共振柱常规试验可靠性分析

针对新研制的多功能共振柱讕验机常规土类试验,发展此类仪器的试验可靠性分析理论,建立一套检验自身可靠性的分析方法傌技术,包括试验误差分析、试验定量考核、土工试验等多种技术手段。首先建立了共振柱仪动剪切模量误差、应叐误差和阻尼比误差的分析公式,得到了几种主要影响因素及其对试验误差影响程度的新认识。同时,通过若干已知动剪切模量且频率和土频率相接近的钢杆和铝杆试件的自振和共振试验,定量上验证该仪器常规试验结果的可靠性;通过砂土和原状粘土常规试验,定性上检验土工试验结果的合理性。通过对新研制的多功能共振柱试验机的常规试验功能进行可靠性的自身检验,所有试验结果是令人满意和可靠的,结果符合现有规律的认识。     

土体微观结构对冻胀影响的灰色关联及粗糙集评价

以季冻区粉土为研究对象,进行不同条件下室内冻胀试验,测得冻胀指标--冻胀率;同时运用扫描电子显微镜WD-5图像处理系统提取并定量化冻胀前土样微观结构参数（包括孔隙参数和结构单元体参数）。由于结构对冻胀影响具有非线性、复杂性、模糊性等特点,选择灰色关联法及粗糙集２种非线性评价方法,评价各结构参数对冻胀率的影响程度。评价结果表明：与冻胀率关联度较高的孔隙参数为形态分布分维数、平均丰度、平均圆形度和平均各向异性率,单元体参数为平均各向异性率、形态分布分维数和定向概率熵。粗糙集约简结果中,对冻胀影响较明显的孔隙参数为平均各向异性率、平均丰度、定向分维数和形态分布分维数,单元体参数为形态分布分维、平均各向异性率、平均形状系数。比较2种评价方法所得结果,分析其中的异同。最后综合考虑２种评价结果,确定8个对冻胀意义较明显的结构参数：孔隙的形态分布分维、平均丰度、平均各向异性率、定向分维数;单元体的平均各向异性率、形态分布分维、平均形状系数和定向概率熵。     

带压开采煤层底板突水安全可靠性分析

为合理评价孙疃煤矿10煤层带压开采的安全可靠性,建立了10煤层隔水底板稳定性可靠度分析模型。考虑底板隔水层厚度、底板岩石容重、抗拉强度等参数为随机变量,采用斯列萨列夫安全隔水层厚度计算公式建立极限状态方程。在研究随机变量概型的基础上,采用JC法、最优化法以及基于最优化的蒙特卡罗法计算隔水底板的可靠度以及失效概率,并探讨了该矿10煤层安全开采的可靠指标,避免了单纯依据定值作为突水判据的某些不合理性。     

Landfill site selection based on reliability concepts using the DRASTIC method and AHP integrated with GIS – a case study of Bengaluru city,India

The selection of landfill sites for municipal solid waste (MSW) disposal involves consideration of geological, hydrological and environmental parameters which exhibit large spatial variability. Therefore, it is necessary to define, to what extent the chosen sites are reliable such that the probability of environmental pollution and health risks to population is minimal. In the present study, groundwater vulnerability to contamination has been assessed using the standard DRASTIC method. The results showed that the study region has 9.45% of very less, 32.94% of less, 25.47% of moderate, 22.79% of high and 9.35% of very high vulnerable zones. The study also revealed that none of the landfills are located in safe zones. This suggests that it requires proper remedial measures to avoid environmental pollution. A landfill site selection process has been carried out using the Analytical Hierarchy Process integrated with Geographical Information System tools. The obtained results showed that only 3.59?km² (0.08%) of the total area is suitable for landfills. The reliability analysis of the site suitability revealed that landfills are located at unreliable locations where the probability of risk to environmental pollution is high. The presented approach assists decision-makers in selecting reliable locations for the safe disposal of MSW.     

二元函数逼近在斜坡可靠度分析中的应用研究

极限平衡分析方法是斜坡稳定性评价中的常用方法,在长期的工程实践中积累了丰富的经验,但其不能考虑斜坡岩土体中实际存在的不确定性,在应用中具有一定的局限性。可靠度分析方法可有效地考虑斜坡系统内的不确定性和相关性,但因状态函数偏导数的求解比较困难,使可靠度分析方法在实际中应用不便。为解决上述问题,根据二元函数插值逼近原理,在矩形区域上构造拉格朗日不完全双二次多项式逼近状态函数,从而近似地计算状态函数的偏导数,求得状态函数的均值和方差,并利用精度较高的一次二阶矩方法来计算斜坡的可靠指标和破坏概率。据鄂西恩施地区马堡营滑坡实例分析表明,引入二元函数插值逼近的一次二阶矩方法计算结果与剩余推力法及Monte-carlo模拟方法结果一致,其精度可满足工程需求。     

Reliability analysis for bearing capacity of surface strip footing using fuzzy finite element method

ABSTRACT

This paper presents the reliability analysis on the basis of the foundation failure against bearing capacity using the concept of fuzzy set theory. A surface strip footing is considered for the analysis and the bearing capacity is estimated using the conventional Finite Element Method (FEM). The spatial variability of the variables is taken into consideration to capture the physical randomness of the soil parameters for an isotropic field. A variation of the probability of failure (P_f) against a varying limiting applied pressure (q) is presented for different Coefficient of Variation (COV) of the variables and different scale of fluctuation (θ). The results reveal that the friction angle of soil (?) is the most influencing parameter among the other variables. Further, the influence of the scale of fluctuation (θ) on the probability of failure (P_f) is also examined. It is observed that for a particular COV of ?, higher value of θ predicts higher P_f whereas, P_f increases as COV of ? increases for a particular θ value. Later, a comparison study is accomplished to verify the viability of the present method and it can be noticed that the present method compares well with the other reliability method (First Order Reliability Method) to a reasonably good extent.     

矿产资源两个层次的经济意义及分类

首次提出了矿产资源两个层次的经济意义,论述了两者的特点及其相互关系。在两个层次的地质可靠程度和两个层次的经济意义的基础上,提出了两个层次分类的概念,进而分析我国新分类标准可能存在的问题,并提出了个人建议。