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Influence of externally bonded FRP strengthening on compressive membrane action and robustness of concrete structures

机译:外贴FRp加固对混凝土结构抗压膜作用和稳定性的影响

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摘要

Since robustness was first recognized as a significant issue after the progressivecollapse of Ronan Point Building in 1968, it has been recognized as one of themust-have structural properties and it is incorporated into current structural designcodes like the European Standard EN 1990 (CEN 2002). The requirementregarding robustness of a structure is prescribed as “A structure shall be designedand executed in such a way that it will not be damaged by events such as explosion,impact and the consequence of human errors to an extent disproportionate to theoriginal cause”. Following this requirement EN 1991-1-7 provides three strategiesto limit the implication of accidental situations: to design key load-bearingmembers, to limit damages via alternative load paths and to apply prescriptivemeasures. However, procedures to quantify structural robustness are not providedin Eurocodes. With respect to the second strategy, fiber reinforced polymer (FRP)strengthening can be an alternative in order to increase the structural robustness.Therefore, the influence of FRP strengthening on structural robustness is ofinterest. Moreover, although recent studies show that membrane actions havebenefits in enhancing the load carrying capacity of reinforced concrete (RC)structures, no investigations have been performed with respect to the effect ofmembrane actions on robustness of RC structures.The main objective of this Ph.D. research is to investigate the influence of FRPstrengthening and membrane actions on structural robustness of RC structureswithin the scope of the Eurocodes and the existing robustness quantificationmethodologies. Main tools including structural analysis, probabilistic modelling,Monte Carlo simulation as well as risk evaluation are adopted in the investigations.This thesis covers three main parts i.e. the investigation on membrane actions (inparticular compressive membrane action, CMA) in FRP strengthened concretestructures, the investigation of suitable frameworks for robustness quantificationand finally an application to a concrete frame structure to evaluate the influence ofFRP strengthening and CMA on structural robustness.An analytical CMA model for FRP strengthened RC one-way members is proposedby extending the Park and Gamble’s model (Park and Gamble 1980) which wasdeveloped to capture the CMA behavior in RC members. Based on structuralanalysis i.e. the requirements of compatibility and force equilibrium, it is foundthat CMA is significant in enhancing the load bearing capacity of FRP strengthenedRC one-way members if sufficient lateral restraint is available.In order to investigate the effect of CMA on structural reliability of FRPstrengthened concrete members, the probabilistic model for the tensile strength ofunidirectional FRP composites is developed since limited information regardingthis model can be found in the Probabilistic Model Code (JCSS 2001) or designguidelines. Based on experimental results reported in literature, a relatively largedatabase (in total 80 datasets) is built and the Normal, Lognormal and Weibulldistributions are selected to fit these datasets using a tail-sensitive Anderson-Darling statistic based measure of goodness-of-fit. Fitting results show that, fromthe perspective of experimental justification, the Normal, Lognormal as well asWeibull distributions can be used to model the tensile strength of FRP compositesas they are all accepted on the basis of goodness-of-fit tests on the selected datasets.In agreement with the adoption in guidelines for composites (e.g. MIL-HDBK-17-1F (2002)) and the adoption in literature, the Weibull distribution is proposed tomodel the tensile strength of unidirectional FRP composites for the reasons that ithas a theoretical justification to model composite materials and it provides moreconservativeness than either the Normal or Lognormal distributions does forstructural design. Furthermore, statistical uncertainties arising from parameterestimation are examined and the design-orientated characteristic value of thetensile strength of unidirectional FRP composites based on test results isformulated.On the basis of the proposed stochastic model for the tensile strength of FRPcomposites as well as the models recommended in the Probabilistic Model Code(2001) for properties of concrete and steel reinforcement, the extended CMA modelin FRP strengthened concrete members is further investigated in a probabilisticway by adopting Monte Carlo simulations. Reliability analysis shows that the effectof CMA on the reliability indices of FRP strengthened concrete beams issignificant. Moreover, a parametric study as well as a sensitivity analysis withrespect to uncertainty propagation are performed. The parameter study shows thatthe effect of the FRP ratio decreases with increasing values of the ratio. However,if the considered member is heavily strengthened with FRP reinforcement, suchdecrease is negligible. A similar conclusion applies to the FRP modulus and steelratio. Also, an increase of the yield strain of the steel reinforcement as well as theconcrete strength give rise to an increase of the resulting reliability index whereasan opposite conclusion applies to the effect of the ultimate compressive strain ofconcrete and the span-to-depth ratio. The sensitivity analysis shows that in generalan increase of variation of one of the variables causes a decrease of the reliabilityindex, which applies to all factors considered except for the ultimate compressivestrain of concrete. For concrete strength, FRP modulus and concrete cover, anincrease of variation significantly leads to a decrease of the reliability index; forthe ultimate strain of FRP and yield strain of steel, an increase of variationmoderately results in a decrease of the reliability index; and the effect of thelongitudinal restraint’s variation on the reliability index could be ignored. Basedon the results of the parametric study and sensitivity analysis, a design space isconstructed to calibrate the partial factor of the FRP strength within the scope ofEuropean guidelines. With the target reliability index being 3.8 for a referenceperiod of 50 years, a value of 1.65 is calibrated as the partial factor of FRP strengthfor the design situations in case the CMA effect is taken into account.With respect to the framework for the quantification of structural robustness, therequirements on structural robustness in current codes and guidelines and theexisting quantification methodologies are screened and analysed. The definition ofstructural robustness recommended in the European Standard EN 1990 iselaborated and the key to quantify structural robustness is pointed out in relation todamage disproportionality. On the basis of a literature review, the existingmethodologies for robustness quantification are classified into four categories i.e.the structural property based, structural performance based, probability / reliabilitybased and risk based methodologies, followed by an elaborated examination of theadvantages and limitations of these methodologies. It is found that structuralrobustness can be practically quantified from two perspectives by adoptingdifferent interpretations with respect to damage disproportionality. One way toquantify robustness is to perform a comparison of the structure between its intactand damaged states to quantify the damage disproportionality of the total damageto the initial damage due to the original cause in one way or another. Thisperspective forms the basis of the current property based, performance based aswell as probability / reliability based robustness indicators. The secondquantification perspective to carry out a comparison of the structure between itsdamaged state and its final state of interest relates to defining the damagedisproportionality as the disproportionality of the indirect consequences to thedirect consequences, which sets the basis of the risk based robustness indicator.Broadly speaking, each perspective provides useful information about robustnessand can be adopted where necessary.However, it is found that there are several limitations to the suitability andapplicability of the current methodologies for robustness quantification. Forexample, some of the current robustness indicators are deterministic and fail to takeinto account uncertainties while some of them are even not effective in robustnessquantification. One of the limitations is that the current robustness assessment doesnot quantitatively consider specific activities within the service life of a structure.Activities like health monitoring, maintenance and/or repair, deterioration,rehabilitation, strengthening, replacement and retrofitting are important in thelifetime of structures and might have significant effects on structural robustnessand should be encompassed in robustness quantifications. It is found that the riskbased methodology is promising in accounting for these activities in robustnessquantification. Therefore, these activities are modelled as time-dependent variablesand are quantitatively incorporated into the risk based methodology. A notionalexample considering deteriorations shows the efficiency of this incorporation toquantitatively evaluate the influences of the possible activities within thestructure’s service life on structural robustness.In order to assess the influence of FRP strengthening as well as CMA on structuralrobustness, a concrete frame office building is selected as an example. The exampleconsists of a plane frame structure under a central column removal scenario. Thestructure is subjected to permanent loads and imposed loads and is designedaccording to Eurocodes for a reference period of 50 years. Robustnessquantifications with respect to the original structure, the original structuresubjected to additional imposed loads, and the original structure strengthened withFRP composites and subjected to additional imposed loads are carried out. Duringthe process of robustness quantifications, the beta-unzipping method at level 1 andMonte Carlo simulations are adopted for determining the system failure probability.Robustness indicators including the probability based robustness indicators RI(redundancy) and V (vulnerability), reliability based robustness indicator  R andrisk based robustness indicator Irob were quantified and the results are comparedand analysed. It is found that for all robustness quantifications in this research therobustness indicators RI and V exhibit comparable behaviour while the indicatorsR and Irob exhibit another, but also comparable behaviour.It is found that for the concrete frame example the robustness decreasessignificantly if an increase of imposed loads is applied. After examining thecomponents (critical beams and columns), the structure is flexurally strengthenedwith FRP composites for critical beams and columns and the structural robustnessafter strengthening is quantified again. Results show that the specific strengtheningresults in an increase of the structural robustness. More specifically, compared tocases where no FRP strengthening is applied, the probability based robustnessindicators RI and V decrease by approximately 10%; the reliability basedrobustness indicator  R increases by 124%; and the risk based robustness indicatorIrob increases by 468%. This indicates that the robustness of a structure can beeffectively improved if the structure is properly strengthened with FRP composites.In addition, the CMA effect on the structural robustness is also investigated byconsidering CMA for the original structure strengthened with FRP composites andsubjected to additional imposed loads. In comparison with the structural robustnessafter strengthening, it is found that for the specific example the effect of CMA onstructural robustness is not significant. However, it is pointed out that the potentialfavourable and significant effect of CMA can only be slightly reflected in thespecified example due to the moderate size of the analysed plane frame structure.Hence, further research on structures of higher complexity is necessary to explorethe full potential of CMA.
机译:自从1968年Ronan Point Building逐渐倒塌以来,稳健性首先被认为是一个重要问题,因此它已被认为是必须具备的结构特性之一,并且已被纳入到当前的结构设计规范中,例如欧洲标准EN 1990(CEN 2002)。关于结构坚固性的要求规定为“结构的设计和执行方式,应使其不会因爆炸,撞击和人为错误等事件而受到损坏,其程度与原始原因不成比例”。遵循此要求,EN 1991-1-7提供了三种策略来限制意外情况的影响:设计关键的承重构件,限制通过替代载荷路径造成的损坏以及应用规定性措施。但是,欧洲规范中没有提供量化结构鲁棒性的程序。关于第二种策略,可以使用增强纤维增强聚合物(FRP)来增强结构坚固性。因此,关注FRP增强对结构坚固性的影响。此外,尽管最近的研究表明膜作用在增强钢筋混凝土(RC)结构的承载能力方面有好处,但尚未进行关于膜作用对RC结构坚固性的影响的研究。 。本研究旨在研究在欧洲规范范围内和现有的鲁棒性量化方法中,FRP增强和膜作用对RC结构的结构鲁棒性的影响。研究中采用了结构分析,概率模型,蒙特卡罗模拟以及风险评估等主要工具。本文涵盖了FRP加固混凝土结构的膜作用研究(特别是压膜作用,CMA),研究的三个主要部分。合适的框架用于鲁棒性量化,最后将其应用到混凝土框架结构中,以评估FRP加固和CMA对结构鲁棒性的影响。 (1980年)的版本,旨在捕捉RC成员中CMA的行为。基于结构分析,即满足相容性和受力平衡的要求,发现CMA在足够的侧向约束条件下对增强FRP加固RC单向构件的承载能力具有重要意义。 FRP增强了混凝土构件,因此开发了单向FRP复合材料抗拉强度的概率模型,因为有关该模型的有限信息可以在概率模型代码(JCSS 2001)或设计指南中找到。根据文献报道的实验结果,建立了一个相对较大的数据库(总共80个数据集),并使用基于尾部敏感度Anderson-Darling统计量的拟合优度来选择正态,对数正态和Weibull分布以适合这些数据集。拟合结果表明,从实验合理性的角度来看,正态分布,对数正态分布以及魏布尔分布均可用于对FRP复合材料的拉伸强度进行建模,因为它们都是在所选数据集的拟合优度检验的基础上被接受的。与复合材料指南中的采用(例如,MIL-HDBK-17-1F(2002))和文献中的采用相一致,建议采用Weibull分布对单向FRP复合材料的拉伸强度进行建模,原因是它具有建模的理论依据复合材料,它比结构设计的正态分布或对数正态分布具有更高的保守性。此外,研究了参数估计带来的统计不确定性,并基于测试结果得出了单向FRP复合材料抗拉强度的设计定向特征值。针对混凝土和钢骨增强性能的概率模型规范(2001),采用蒙特卡洛模拟以概率方式进一步研究了FRP增强混凝土构件中的扩展CMA模型。可靠性分析表明,CMA对FRP加固混凝土梁的可靠性指标影响显着。此外,就不确定性传播进行了参数研究以及敏感性分析。参数研究表明,FRP比率的影响随比率值的增加而减小。但是,如果考虑的成员通过FRP加固得到了大力加固,这种减少可以忽略不计。类似的结论适用于FRP模量和钢比。同样,钢筋增强的屈服应变和混凝土强度的增加导致所得可靠性指标的增加,而混凝土的极限压缩应变和跨度-深度比的影响则相反。敏感性分析表明,一般而言,变量之一变化的增加会导致可靠性指标的降低,这适用于所考虑的所有因素,除了混凝土的极限压缩应变。对于混凝土强度,FRP模量和混凝土覆盖层,变化的增加显着导致可靠性指标的降低;对于FRP的极限应变和钢的屈服应变,变化的增加适度地导致可靠性指标的降低;而纵向约束的变化对可靠性指标的影响可以忽略。根据参数研究和敏感性分析的结果,设计了一个设计空间,以在欧洲指南的范围内校准FRP强度的局部因素。在50年的参考期内,目标可靠性指标为3.8,在考虑CMA效果的情况下,将1.65的值校准为FRP强度在设计情况下的分项系数。鲁棒性,对现行规范和指南中结构鲁棒性的要求以及现有的量化方法进行了筛选和分析。详细阐述了欧洲标准EN 1990中推荐的结构稳健性定义,并指出了与损伤不成比例有关的量化结构健壮性的关键。在文献综述的基础上,现有的鲁棒性量化方法分为四类,即基于结构特性,基于结构性能,基于概率/可靠性和基于风险的方法,然后详细研究了这些方法的优势和局限性。研究发现,通过对损伤不成比例采用不同的解释,可以从两个角度实际量化结构的稳健性。量化鲁棒性的一种方法是比较其完整状态和损坏状态之间的结构,以一种或另一种方式量化总损坏对原始损坏造成的损坏的不成比例性。该观点构成了当前基于属性,基于性能以及基于概率/可靠性的鲁棒性指标的基础。第二个量化的观点是比较其损坏状态和最终利益状态之间的结构,涉及将损坏的不正当性定义为间接后果与直接后果的不成正比,这为基于风险的稳健性指标奠定了基础。每个角度都提供了有关鲁棒性的有用信息,可以在必要时采用。但是,发现对鲁棒性量化的当前方法的适用性和适用性存在一些限制。例如,当前的一些鲁棒性指标是确定性的,未能考虑不确定性,而其中一些对鲁棒性量化甚至无效。局限性之一是当前的稳健性评估未在结构使用寿命内定量考虑特定活动,例如健康监测,维护和/或修理,退化,修复,加固,更换和翻新之类的活动对于结构和结构的使用寿命至关重要。可能会对结构的稳健性产生重大影响,因此应包括在稳健性量化中。发现基于风险的方法有望在鲁棒性量化中考虑这些活动。因此,这些活动被建模为时间相关变量,并定量地纳入基于风险的方法中。考虑恶化情况的一个名义示例表明,这种结合的效率可以定量评估结构使用寿命内可能发生的活动对结构坚固性的影响。为了评估FRP加固以及CMA对结构坚固性的影响,选择了混凝土框架办公楼作为一个例子。该示例由中心柱移除场景下的平面框架结构组成。该结构承受永久载荷和外加载荷,并且根据欧洲规范进行设计,使用寿命为50年。关于原始结构的稳健性量化,原始结构要承受额外的施加载荷,并采用FRP复合材料加固了原始结构并承受了额外的施加载荷。在鲁棒性量化过程中,采用级别1的beta解压缩方法和蒙特卡洛模拟确定系统故障概率。鲁棒性指标包括基于概率的鲁棒性指标RI(冗余)和V(脆弱性),基于可靠性的鲁棒性指标R对基于风险的鲁棒性指标Irob进行了量化,并对结果进行了比较和分析。结果发现,对于本研究中的所有鲁棒性量化,鲁棒性指标RI和V表现出可比的行为,而指标R和Irob则表现出另一种但也具有可比的行为。对于具体框架示例,发现鲁棒性显着降低是因为施加了施加的载荷。在检查了构件(临界梁和柱)之后,使用FRP复合材料对临界梁和柱进行了挠曲加固,并再次量化了加固后的结构坚固性。结果表明,特定的加强导致结构坚固性的增加。更具体地说,与未应用FRP加强的情况相比,基于概率的稳健性指标RI和V降低了大约10%;基于可靠性的稳健性指标R增加了124%;基于风险的稳健性指标Irob增长了468%。这表明,如果用FRP复合材料适当地加固结构,则可以有效地提高结构的稳健性。此外,还通过考虑CMA对FRP复合材料加固的原始结构并承受额外的施加载荷的影响,研究了CMA对结构稳健性的影响。与加固后的结构稳健性相比,发现对于特定示例,CMA对结构稳健性的影响并不显着。但是,由于CMA潜在的有利和重大的影响只能在指定的示例中得到轻微体现,因为所分析的平面框架结构尺寸适中。因此,有必要对更高复杂性的结构进行进一步研究,以探索CMA的全部潜力。 CMA。

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    Zeng Yihua;

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