混凝土开裂和泄漏的热-水-力学模型的不确定性传播。在安全壳建筑中的应用

J. Baroth
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引用次数: 1

摘要

具有围堵作用的大型建筑(水库、水坝、核容器等)的热-水-机械(THM)行为预测是其风险评估的关键步骤。特别是,它们的开裂意味着其结构严密性的相当大的损失,需要加以控制、监测,并在必要时进行修理,以确保安全的操作环境。执行数值预测分析的困难与(a)混凝土的多相和多物理性质(b)在试样和结构尺度上识别大量输入(c)不可忽略的和固有的材料和负载相关的不确定性有关。所有这些方面都强烈影响我们预测大型建筑结构反应的能力;特别是在开裂和松紧方面。在这一贡献中,提出了一种基于全局有限元的随机方法,以允许物理上具有代表性和有效的非侵入性概率耦合强非线性和数值昂贵的THM计算。为此,(a)使用考虑尺寸效应的随机、局部和能量正则化损伤模型对混凝土裂缝进行建模;(b)使用基于应变的规律定义混凝土渗透性;(c)使用离散化和有限元投影随机场建模属性的空间异质性;(d)使用适应的基于表面响应的方法计算不确定性传播。为了证明该策略在物理精度和成本优化方面的效率和有效性,我们考虑了一个名为VeRCoRs的1:3比例的密闭建筑作为应用。特别是,它的干空气泄漏率(指示整个结构性能)的完整概率分析是在几十天的计算时间内实现的。总的来说,这些结果可以帮助在设计、维护和风险评估的决策过程中,根据服务载荷下泄漏定义的标准,对具有遏制作用的大型结构进行评估。1工程大学研究所第十届国际会议混凝土和混凝土结构的断裂力学[j] . x G. Pijaudier-Cabot, P. Grassl和C. La Borderie(主编)
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Uncertainty propagation through Thermo-Hydro-Mechanical modelling of concrete cracking and leakage – Application to containment buildings
The prediction of the Thermo-Hydro-Mechanical (THM) behavior of large buildings with a containment role (reservoirs, dams, nuclear vessels, etc.) is a critical step towards their risk assessment. In particular, their cracking implies a considerable loss of their structural tightness that needs to be controlled, monitored and, if necessary, repaired to ensure a safe operational environment. The difficulty of performing numerical predictive analyses is related to (a) the multiphasic and multi-physical nature of concrete (b) the large number of inputs to identify at the specimen and structural scales (c) the non-negligible and intrinsic material and load related uncertainties. All these aspects strongly affect our ability to foresee the structural response of large constructions; especially in terms of cracking and tightness. In this contribution, a global finite elements based stochastic methodology is proposed to allow physically representative and efficient non-intrusive probabilistic coupling of strongly nonlinear and numerically expensive THM calculations. To this aim (a) concrete cracking is modeled using a stochastic, local and energy regularized damage model accounting for size effects (b) concrete permeability is defined using a strain-based law (c) the spatial heterogeneity of properties is modeled using discretized and FE projected Random Fields (d) uncertainties propagation is computed using adapted Surface Response based methods. For the demonstration of this strategy’s efficiency and effectiveness, in terms of physical accuracy and cost optimization, a 1:3 scaled containment building named VeRCoRs is considered as an application. In particular, a complete probabilistic analysis of its dry air leakage rate (indicative of the whole structural performance) is achieved within a computational time of tens of days only. In general, such results can help during the decision-making process for the design, maintenance and risk assessment of large structures with a containment role based on a leakagerate-defined criterion under service loads. 1 Institute of Engineering Univ. Grenoble Alpes 10th International Conference on Fracture Mechanics of Concrete and Concrete Structures FraMCoS-X G. Pijaudier-Cabot, P. Grassl and C. La Borderie (Eds)
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