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引用次数: 0

摘要

世界上大多数大坝都是在抗震法规出台之前设计的,没有考虑到它们的动力性能。大型重力坝的溃坝可能会造成灾难性的后果,使许多人的生命处于危险之中,这还不算可观的经济后果。由于没有混凝土重力坝在地震事件后发生破坏的历史案例,因此数值模型对于评估此类结构的抗震性能或将其控制在SHM框架内具有重要意义。混凝土重力坝的数值模型中涉及几种不同的不确定性来源,通过利用有关结构的所有可用信息可以减少它们的影响。环境振动是一个重要的信息来源,因为它们可以用来表征结构的动态行为。本文提出了一种在贝叶斯框架中定义的程序,该程序允许利用环境振动校准动态模型参数。通过应用在更新过程中使用的操作模态分析(OMA),环境振动被用来确定系统的模态特性。采用基于一般多项式混沌展开(gPCE)和改进版马尔可夫链蒙特卡罗(MCMC)的元模型,既可以考虑大坝数值模型中的SSI,又可以解决实验模型与数值模型之间的相干性问题。最后,以意大利某大坝为例,说明了该方法对实际工程的适用性。
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CONCRETE GRAVITY DAMS FE MODELS PARAMETERS UPDATING USING AMBIENT VIBRATIONS
Most of the dams around the world were designed before the introduction of seismic regulations and without concerns about their dynamic behavior. The failure of a large gravity dam might have catastrophic effects putting at risk a large number of human lives, not counting the considerable economic consequences. Since there are no case histories of concrete gravity dams failed after seismic events, numerical models assume great importance for the evaluation of the seismic performance of such structures or to control them within a SHM framework. Several different sources of uncertainty are involved in numerical models of concrete gravity dams, their effects can be reduced by exploiting all available information about the structure. Ambient vibrations are an important source of information because they can be used to characterize the dynamic behavior of the structure. In this paper, a procedure, defined in the Bayesian framework, which allows calibrating the dynamic model parameters using ambient vibration is presented. Ambient vibrations are used to determine the modal characteristics of the system, by applying the Operational Modal Analysis (OMA), which are used in the updating process. The use of meta models based on the general Polynomial Chaos Expansion (gPCE) and a modified version of Markov Chain Monte Carlo (MCMC) allows both considering the SSI in the numerical model of the dam and solving the problem of coherence between experimental and numerical modes. Finally, the proposed procedure is applied to the case of an Italian dam showing the applicability to real cases.
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