基于灰色理论的真空堆载预压分层沉降预测

对真空堆载预压加固处理的软土地基,用灰色理论模型预测地基的分层沉降,结果表明：对于土层分布均匀的地基,verhulst模型能较准确地预测分层沉降,误差在10％以内。对于土层分布不均匀的地基,verhulst模型预测误差较大,进行残差修正,修正的verhulst模型能较准确地预测分层沉降。用不同点数预测地基的分层沉降,同实测沉降数据对比发现、对于土层均匀或不均匀的软土地基,在已知真空影响范围外土层的沉降时,灰色模型就能较准确地预测分层沉降。     

Curious Indeed,or Curious in Deed? Some peculiarities of post-settlement relations with an antipodean river

Prominent in many historical accounts of European first contact with Australian nature are stories of encounters between European curiosity and curious Australian biota, such as the platypus and the eucalyptus. In this paper, I argue that post-settlement relations with the Goulburn River, one of the largest rivers in south-east Australia, likewise attest to the centrality of curiosity in early European engagements with Australian landscape. In mapping several relational ontologies of the Goulburn River, I attend to the socio-material practices in which this river has been performed as different and as normal. My interest is in a specific form of difference, that of antipodean difference: the river as topsy-turvy, backwards, unusual, or inverted in relation to some presumed norm, whether that norm be rooted in memories and experiences of European rivers or imaginings of an original state of nature. This is a story of how an extraordinary river became ordinary, and of how we might understand antipodean difference as curious in deed (i.e. as performed), rather than as curious indeed (i.e. as an innate quality of Australian nature).     

African Refugee Communities in Southeast Queensland: forces of concentration and dispersion

Black African refugee communities are a relatively recent addition to the Australia landscape. Between 2001 and 2007, over 5000 refugees from various African nations resettled in Queensland. There are very few data about African refugee settlement geography in Australia and no previous study delineating African refugee settlement within the State of Queensland. This research addresses the knowledge gap by examining the geographic distribution and secondary migration patterns of eight African refugee communities in Southeast Queensland. The research adopted a multi-method approach, mapping quantitative data from an existing secondary database and comparing these to qualitative primary data to determine geographical distribution. Additional qualitative data were used to establish secondary migration patterns of the case study communities. Results show noticeable discrepancies between existing secondary datasets and primary data collected from the communities. These inconsistencies are significant because settlement service providers who use the secondary data to budget, plan and deliver essential settlement services might be underestimating the size of the African communities and missing some settlement locations altogether. The results also reveal a tension between the main socio-cultural forces of concentration and housing forces of dispersion that are driving secondary migration in the communities. A policy recommendation to mitigate the potentially negative effects of residential dispersion on settlement outcomes includes the strategic location of service hubs in key suburbs, such as Moorooka, to which the communities are already drawn.     

Settlement prediction by spatial-temporal random process using Asaoka's method

A methodology was presented for observation-based settlement prediction with consideration of the spatial correlation structure of soil. The spatial correlation is introduced among the settlement model parameters and the settlements at various points are spatially correlated through these geotechnical parameters, which naturally describe the phenomenon. The method is based on Bayesian estimation by considering both prior information, including spatial correlation and observed settlement, to search for the best estimates of the parameters at any arbitrary points on the ground. Within the Bayesian framework, the optimised selection of auto-correlation distance by Akaike's Bayesian Information Criterion (ABIC) is also proposed. The application of the proposed approach in consolidation settlement prediction using Asaoka's method is presented in this paper. Several case studies were carried out using simulated settlement data to investigate the performance the proposed approach. It is concluded that the accuracy of the settlement prediction can be improved by taking into account the spatial correlation structure and the proposed approach gives the rational prediction of the settlement at any location at any time with quantified uncertainty.     

两种新的沉降推算方法

公路、铁路等工程中通常利用实测沉降资料推算最终沉降,双曲线是最常用的一种沉降推算方法。工程实践表明,常规双曲线法即增量双曲线法推算沉降往往小于实际沉降,且需要较长时间的沉降资料。依托大量监测工程,在增量双曲线法的基础上,提出了全量双曲线法和TS双曲线法。工程实践表明,这两种新的双曲线法推算沉降与增量双曲线法推算沉降基本相同,可用于较短预压时间的沉降推算。     

刚-柔性桩复合地基变形特性有限元分析

在现场试验基础上对条形基础下刚-柔性桩复合地基进行有限元模拟分析。着重讨论了褥垫层、承台、刚性桩、柔性桩等的参数变化对刚-柔性桩复合地基沉降特性的影响。结果表明,复合地基沉降随着褥垫层厚度减小而减小,随着褥垫层模量增加而减小,承台厚度增加有利于减少差异沉降,刚性桩是控制沉降的主要构件,柔性桩桩长增加可以减少差异沉降。分析结果为刚-柔性桩复合地基的优化设计提供理论基础。     

陡坡路堤土工格栅加筋机制与合理铺设参数研究

土工格栅加筋作用机理复杂,测试难度大,结合土工格栅加筋陡坡路堤工程,开展了现场变形监测,并针对土工格栅特点,用非线性有限元方法进行了数值计算。试验和计算分析表明：铺设土工格栅能有效地限制路堤沉降与坡脚水平位移,保证路堤的稳定性。数值计算结果与现场监测结果吻合较好,据此分析了土工格栅长度、弹性模量及铺设间距与路堤变形的关系,土工格栅弹性模量越大,加筋效果越好。有效而经济的土工格栅长度是6.5 m,铺设间距是0.6 m。     

地基沉降大变形有限元分析的几何刚度效应

研究了基于完全拉格朗日（Total Lagrangian）描述的大变形有限元法分析地基沉降问题的几何刚度效应。在有限元列式的推导过程中严格考虑了土力学表述习惯的影响。通过算例分析,主要研究了几何刚度效应对荷载-沉降曲线的影响,并对比分析了不同率型大变形分析中的几何刚度效应问题。结果表明,几何刚度效应的存在减小了地基大变形有限元系统的刚度;忽略几何刚度效应将导致沉降计算结果偏小,在地基变形较大的情况下误差更明显,Truesdell率型大变形分析的最终沉降结果与小变形法的结果一致。几何刚度效应在地基大变形有限元分析中具有一定程度的影响,处理不当可能出现结构刚度增大的现象。大变形分析结果的性质偏于刚硬。     

某矿石码头堆场矿石分级压载的地基沉降预测

采用规范沉降计算法及太沙基一维固结理论,对某矿石码头堆场地基的沉降进行计算分析。基于沉降实测资料,采用反分析方法,确定了各土层的压缩模量和固结系数,并将反演得到的参数代入太沙基一维固结方程,对后续沉降进行预测,从而确定分级压载的下一级压载时间与压载量。与传统的沉降预测方法相比,由反演分析得到土层参数,对后续沉降进行预测的方法,其结果更加真实可靠,也更能反映实际土体的固结沉降机理。该方法可供今后其他类似工程的设计和施工参考。     

曲线拟合法对路基小变形情形适用性研究

双曲线法、三点法、指数曲线法和Asaoka法等曲线拟合法在软土路基的沉降预测中已经得到广泛应用,但在路基小变形情形的应用研究尚少。结合某铁路客运专线施工现场观测的路基小变形数据,对这4种方法,探讨了时间起点和样本值的起止时间间隔对相关系数的影响,且验算后期观测值的预测效果;并综合考虑了相关系数和相对误差,研究每种方法的适用性;指出了4种拟合方法在路基小变形情形应用的优缺点。研究表明：数据的波动会造成指数曲线法无法计算;沉降数据波动较小时,双曲线法、三点法、Asaoka法的拟合效果均较好;当沉降数据波动较大时,仅三点法、Asaoka法的拟合效果较好,双曲线法较差。