有限元法
代表(政治)
悬挂(拓扑)
桥(图论)
情态动词
软件
结构工程
模态分析
特征向量
工程类
过程(计算)
模式(计算机接口)
固有频率
计算机科学
算法
数学
振动
材料科学
声学
物理
法学
操作系统
量子力学
同伦
政治学
内科学
程序设计语言
医学
政治
高分子化学
纯数学
作者
RN Merce,GN Doz,JL Vital de Brito,John H G Macdonald,M. I. Friswell
摘要
The need to know the behaviour of as-built bridges is becoming increasingly important. Bridges are structures with large dimensions, long service lives and, with advances in technology, they continue to become more complex. This has generated the need to understand their behaviour more precisely. Model updating is a tool able to improve the representation of bridges. A Finite Element (FE) model is updated to achieve better correlation with experimentally observed dynamic properties. This paper is concerned with updating an FE model of the Clifton Suspension Bridge (CSB), UK. The objective is to establish an updating process for bridges using the tools available in the commercial FE software ANSYS. After updating, the model of the CSB yielded modal parameters which were in significantly closer agreement with the experimental values, while preserving their physical meaning. Nomenclature Df Difference between the experimental and FE natural frequencies; f Objective function; FER Frequency error; MACModal Assurance Criterion; x Design variable (updating parameter); X i φ ~ FE mode shape vector; X i φ Experimental mode shape vector; ai λ FE eigenvalue of mode that has been
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