用数据驱动模型确定钢筋混凝土建筑物的位移

Faezehossadat Khademi , Mahmoud Akbari , Mehdi Nikoo
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引用次数: 20

摘要

地震后建筑物的决策一直是科学家们非常关心的问题。安全问题、建筑物的使用可能性、建筑物的修复和损坏率是建筑物即时决策中需要注意的一些最重要的因素。为了确定建筑物的破坏程度,层间最大位移是需要研究的重要参数之一。本文在0.1 g ~ 1.5 g的加速度条件下,设计了4层4隔板的混凝土剪力墙框架,并确定了其损伤速率。总共产生450个数据,其中包含6个输入变量和1个输出变量。输入参数定义为频率、Vs、Richter、离震中距离(DEE)、PGA和加速度,输出参数定义为漂移。针对该数据集,采用人工神经网络(ANN)、自适应神经模糊推理系统(ANFIS)和多元线性回归模型(MLR)三种不同的数据驱动模型对位移进行预测。结果表明,ANN模型和ANFIS模型均能较好地估计带剪力墙混凝土框架的位移。另一方面,在相同的估计目的下,MLR模型没有显示出可接受的精度。最后,对数据集进行敏感性分析,观察到预测的准确性高度依赖于输入参数的数量。换句话说,增加输入参数的数量将导致最终预测结果的准确性增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Displacement determination of concrete reinforcement building using data-driven models

Decision making on buildings after the earthquake have always been a great concern of scientists. Safety concerns, possibility of using the building, repairing the building, and the rate of damage are some of the most vital factors that needs to be paid attention in immediate decision makings of the buildings. In order to determine the level of damage in the buildings, the maximum displacement of stories is one of the most important parameter that needs to be investigated. In this paper, a concrete frame with shear wall containing 4-stories and 4-bays has been designed for acceleration records of 0.1 g to 1.5 g and the rate of damage is determined. The total of 450 data with 6 input variables and one output variable is produced. The input parameters are defined as frequency, Vs, Richter, the distance from the earthquake epicentre (DEE), PGA, and acceleration, and the output parameter is defined as drift. With respect to this data set, three different data-driven models, i.e. Artificial Neural Network (ANN), Adaptive Neuro-Fuzzy Inference System (ANFIS), and Multiple Linear Regression Model (MLR) are used to predict the displacements. Results indicate that Both the ANN and ANFIS model show great accuracies in estimating the displacements in concrete frame with shear wall. On the other hand, MLR model did not show acceptable accuracy in the same estimation purposes. Finally, the sensitivity analysis was performed on the data set and it was observed that the accuracy of the predictions highly depends on the number of input parameters. In other words, increasing the number of input parameters would result in the increase in the accuracy of the final prediction results.

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