Namju Byun , Jeonghwa Lee , Yunhak Noh , Young-Jong Kang
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引用次数: 0
Abstract
The Structure Equivalent Reduction-Expansion Process (SEREP), which has been widely used to expand experimental mode shapes, has the limitation of low accuracy of expansion for experimental mode shapes that are poorly correlated with finite element (FE) mode shapes. To address this limitation, a novel mode shape expansion method using modal approach and artificial neural network (ANN) is proposed in this paper. The ANN replaced the least-squares method to optimize the modal coordinates and considered the natural frequency and experimental mode shape of the master DOFs as input data. The superiority of the proposed ANN method compared with the SEREP was verified using a numerical cable-stayed bridge model. The proposed method, which can use a large number of FE mode shapes and optimize modal coordinates based on the ANN, achieved high accuracy (modal assurance criterion > 0.9 and normalized mean absolute percent error < 5 %) in expanding experimental mode shapes that have poor correlation. In addition, using the proposed method, the number of required experimental data can be reduced, and additional processes such as optimal selection of FE mode shapes and FE model modification can be omitted.
结构等效还原-扩展过程(SEREP)已被广泛用于扩展实验模态振型,但其局限性在于,对于与有限元(FE)模态振型相关性较差的实验模态振型,扩展精度较低。针对这一局限,本文提出了一种使用模态方法和人工神经网络(ANN)的新型模态振型扩展方法。人工神经网络取代了最小二乘法来优化模态坐标,并将主 DOF 的固有频率和实验模态振型作为输入数据。通过一个数值斜拉桥模型验证了所提出的 ANN 方法与 SEREP 方法相比的优越性。所提出的方法可以使用大量的 FE 模态振型,并基于 ANN 对模态坐标进行优化,在扩展相关性较差的实验模态振型时实现了较高的精度(模态保证准则 > 0.9 和归一化平均绝对百分误差 < 5 %)。此外,使用所提出的方法,可以减少所需的实验数据数量,并省去优化选择 FE 模态振型和修改 FE 模型等额外过程。
期刊介绍:
The objective of this journal is to communicate recent and projected advances in computer-based engineering techniques. The fields covered include mechanical, aerospace, civil and environmental engineering, with an emphasis on research and development leading to practical problem-solving.
The scope of the journal includes:
• Innovative computational strategies and numerical algorithms for large-scale engineering problems
• Analysis and simulation techniques and systems
• Model and mesh generation
• Control of the accuracy, stability and efficiency of computational process
• Exploitation of new computing environments (eg distributed hetergeneous and collaborative computing)
• Advanced visualization techniques, virtual environments and prototyping
• Applications of AI, knowledge-based systems, computational intelligence, including fuzzy logic, neural networks and evolutionary computations
• Application of object-oriented technology to engineering problems
• Intelligent human computer interfaces
• Design automation, multidisciplinary design and optimization
• CAD, CAE and integrated process and product development systems
• Quality and reliability.