西安建筑科技大学学报(自然科学版)
西安建築科技大學學報(自然科學版)
서안건축과기대학학보(자연과학판)
JOURNAL OF XI'AN UNIVERSITY OF ARCHITECTURE & TECHNOLOGY
2014年
2期
233-240
,共8页
静动力试验%有限元计算模型%多目标函数%修正
靜動力試驗%有限元計算模型%多目標函數%脩正
정동력시험%유한원계산모형%다목표함수%수정
static and dynamic%finite element model%multi-objective function%finite element model updating (improving)
以浙江省长兴县上莘大桥为对象,采用一般方法建立桥梁分析的初始有限元计算模型,根据桥梁交工验收荷载试验采集的静、动载试验数据,通过建立考虑变形、频率及振型等静、动力信息的多目标函数对初始有限元模型进行修正,得到能够反映桥梁结构真实状况的基准有限元模型。修正后基准有限元模型计算结果与不同静载试验工况下实测数值、动载试验工况下实测振动频率、模态等响应结果进行了对比,结果表明:利用桥梁荷载试验实测数据对桥梁有限元计算模型修正后,有限元计算模型计算结果与荷载试验实测响应结果均能保持一致,利用荷载试验数据修正桥梁结构有限元计算模型是可行的。
以浙江省長興縣上莘大橋為對象,採用一般方法建立橋樑分析的初始有限元計算模型,根據橋樑交工驗收荷載試驗採集的靜、動載試驗數據,通過建立攷慮變形、頻率及振型等靜、動力信息的多目標函數對初始有限元模型進行脩正,得到能夠反映橋樑結構真實狀況的基準有限元模型。脩正後基準有限元模型計算結果與不同靜載試驗工況下實測數值、動載試驗工況下實測振動頻率、模態等響應結果進行瞭對比,結果錶明:利用橋樑荷載試驗實測數據對橋樑有限元計算模型脩正後,有限元計算模型計算結果與荷載試驗實測響應結果均能保持一緻,利用荷載試驗數據脩正橋樑結構有限元計算模型是可行的。
이절강성장흥현상신대교위대상,채용일반방법건립교량분석적초시유한원계산모형,근거교량교공험수하재시험채집적정、동재시험수거,통과건립고필변형、빈솔급진형등정、동력신식적다목표함수대초시유한원모형진행수정,득도능구반영교량결구진실상황적기준유한원모형。수정후기준유한원모형계산결과여불동정재시험공황하실측수치、동재시험공황하실측진동빈솔、모태등향응결과진행료대비,결과표명:이용교량하재시험실측수거대교량유한원계산모형수정후,유한원계산모형계산결과여하재시험실측향응결과균능보지일치,이용하재시험수거수정교량결구유한원계산모형시가행적。
With the Shangshen Bridge in Zhejiang province as an example,an initial finite element model is established(developed) under the bridge design drawings,According to the bridge Completion Acceptance of load test collected static and dynamic load test data were collected, considering the deformation, frequency and mode shapes static and dynamic information through the establishment of multi-objective function of the initial finite element model of the amendment, the reference finite element model to reflect the true state of the bridge structure. Amended Baseline Finite Element Model calculations with different static load test conditions, the measured value, measured vibration frequency of the dynamic load test conditions, And the modal response results were compared. The results showed that: the use of bridge load test measured data is limited to the bridge element calculation model correction and the finite element model calculations and load test measured response results are consistent. The load test data correction of bridge structure with finite element model is feasible.