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The efficiency of a novel identification method for structural damage assessment using the first vibration mode data

机译:一种使用第一振动模式数据进行结构损伤评估的新识别方法的效率

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摘要

Three significant tuning components in structural finite element model updating including objective function, optimization algorithm, and updating variables have a drastic influence on the accuracy of structural damage location diagnosis and intensity prognosis. These three components require both physical concepts and trial-and-error approaches. To assess damage in a structure accurately, the common information of several modes of the structure is required. The availability of higher modes data in engineering structures with a high degree of freedom is a complex task or even not practical in real cases. This study intends to propose a versatile objective function based only on the first vibration frequency and mode shape data. A new hybrid criterion called "Relative Discrepancy Function (RDF)" is proposed which is composed of relative differences of natural frequency and mode shape vector. Hereupon, the efficiency of the proposed identification method is evaluated through five sets including different robust objective functions and meta-heuristic optimization algorithms. These five damage identification sets are composed of three objective functions (Normalized Modal Strain Energy, Modified Total Modal Assurance Criterion, and RDF) and three optimization algorithms (Imperialist Competitive Algorithm, TeachingLearning-Based Optimization algorithm, and the Most Valuable Player Algorithm (MVPA)). Subsequently, three truss and frame benchmark structures are assessed by means of five identification methods in single and multiple damage scenarios. It is observed that MVPA has both the fastest convergence rate and the lowest computational run time. Furthermore, the damage assessment results illustrate that when merely the first vibration mode data are used, the proposed identification method (RDF, MVPA) not only predicts the damage location properly, but also estimates the damage intensity successfully. (C) 2019 Elsevier Ltd. All rights reserved.
机译:结构有限元模型更新中的三个显着的调谐组件,包括目标函数,优化算法和更新变量对结构损伤定位诊断和强度预后的准确性具有巨大影响。这三个组件需要物理概念和试验和错误方法。为了准确地评估结构中的损坏,需要几种结构模式的公共信息。高度自由度的工程结构中的更高模式数据是一个复杂的任务,在实际情况下甚至不实用。本研究旨在仅基于第一振动频率和模式形状数据提出多功能的目标函数。提出了一种名为“相对差异函数(RDF)”的新的混合标准,其由自然频率和模式形状向量的相对差异组成。在此,所提出的识别方法的效率通过五组评估,包括不同的鲁棒客观函数和元启发式优化算法。这五个损坏识别集由三个客观函数(归一化的模态应变能量,修改的总模态保证标准和RDF)和三种优化算法(帝国主义竞争算法,基于教学的优化算法以及最有价值的球员算法(MVPA)组成)。随后,通过单一和多次损坏方案的五种识别方法评估三个桁架和帧基准结构。观察到MVPA具有最快的收敛速度和最低计算运行时间。此外,损伤评估结果表明,当使用第一振动模式数据时,所提出的识别方法(RDF,MVPA)不仅可以正确预测损坏位置,而且还估计成功损坏强度。 (c)2019 Elsevier Ltd.保留所有权利。

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