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首页> 外文期刊>Frattura e Integrita Strutturale >Reliability and Reliability-based Sensitivity Analyses of Steel Moment-Resisting Frame Structure subjected to Extreme Actions
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Reliability and Reliability-based Sensitivity Analyses of Steel Moment-Resisting Frame Structure subjected to Extreme Actions

机译:基于可靠性和可靠性的钢力矩抵抗框架结构对极端动作的敏感性分析

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The ground external columns of buildings are vulnerable to the extreme actions such as a vehicle collision. This event is a common scenario of buildings' damages. In this study, a nonlinear model of 2-story steel moment-resisting frame (SMRF) is made in OpenSees software. This paper aims investigating the reliability analysis of aforementioned structure under heavy vehicle impact loadings by Monte Carlo Simulation (MCS) in MATLAB software. To reduce computational costs, meta-model techniques such as Kriging, Polynomial Response Surface Methodology (PRSM) and Artificial Neural Network (ANN) are applied and their efficiency is assessed. At first, the random variables are defined. Then, the sensitivity analyses are performed using MCS and Sobol's methods. Finally, the failure probabilities and reliability indices of studied frame are presented under impact loadings with various collision velocities at different performance levels and thus, the behavior of selected SMRF is compared by using fragility curves. The results showed that the random variables such as mass and velocity of vehicle and yield strength of used materials were the most effective parameters in the failure probability computation. Among the meta-models, Kriging can estimate the failure probability with the least error, sample number with minimum computer processing time, in comparison with MCS.
机译:建筑物的地面外部柱容易受到车辆碰撞等极端行动。此活动是建筑物损害赔偿的常见情景。在本研究中,在Opensees软件中制造了2层钢矩旋转框架(SMRF)的非线性模型。本文旨在调查Matlab软件中Monte Carlo仿真(MCS)在重型车辆冲击载荷下的上述结构的可靠性分析。为了降低计算成本,应用诸如Kriging,多项式响应表面方法(PRSM)和人工神经网络(ANN)的元模型技术,并评估其效率。首先,定义随机变量。然后,使用MCS和Sobol的方法进行敏感性分析。最后,通过不同性能水平的各种碰撞速度的冲击载荷呈现研究的失败概率和可靠性指标,因此,通过使用脆弱曲线比较所选SMRF的行为。结果表明,随机变量,如车辆的质量和速度和使用的材料的屈服强度是故障概率计算中最有效的参数。在META模型中,与MCS相比,Kriging可以估计具有最小错误的故障概率,具有最小计算机处理时间的示例号。

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