|Table of Contents|

Bridge health assessment based on comprehensive variable weight and multi-source indicator evaluation(PDF)

长安大学学报(自然科学版)[ISSN:1006-6977/CN:61-1281/TN]

Issue:
2025年6期
Page:
200-2015
Research Field:
桥梁智能运维与防灾减灾
Publishing date:

Info

Title:
Bridge health assessment based on comprehensive variable weight and multi-source indicator evaluation
Author(s):
SUN Bo1 XIAO Xiang-jun1 CHEN Yong23 WU Tao3 RUAN Wei-dong1
(1. College of Civil Engineering, Zhejiang University of Technology, Hangzhou 310023, Zhejiang, China; 2. College of Civil Engineering and Architecture, Zhejiang University, Hangzhou 310058, Zhejiang, China; 3. Shanghai Research Institute of Building Sciences Co., Ltd., Shanghai 200032, China)
Keywords:
bridge engineering health assessment subjective-objective information fuzzy variable weight multi-source heterogeneous indicator technique for order preference by similarity to an ideal solution
PACS:
U446
DOI:
-
Abstract:
To address the diversity of weighting information and multi-source heterogeneity of indicator evaluation data in current bridge health condition assessment, a bridge health condition assessment method based on variable weighting of subjective-objective information and multi-source heterogeneous indicator evaluation was proposed. The subjective and objective information of indicators were weighted through the analytic hierarchy process(AHP)and improved entropy weight method(EWM), and the game theory was applied to combinatorially optimize the subjective and objective weights. Then, combined with the evaluation values of indicators, the variable weighting theory was used to determine the comprehensive variable weights of indicators. A classification and evaluation method for multi-source heterogeneous(semantic, numerical, and spatial sequence)indicators was established through the unified expression of trapezoidal fuzzy numbers. The variable weighting correction for multi-measurement point evaluation results was considered in the evaluation of numerical and spatial sequence indicators. A virtual negative ideal solution was proposed to improve the traditional technique for order preference by similarity to an ideal solution(TOPSIS). The horizontal cut-off set theory was applied to calculate the fuzzy relative fit intervals under different cut-off sets, and the comprehensive assessment results were obtained through the defuzzification and standardization process. Then, the classification criteria for bridge status levels were provided. The established method was applied to evaluate the health condition of an single-tower cable-stayed bridge, and key steps of the method were analyzed. The assessment results show that the assessment value of the example bridge health condition is 0.837 2, which is in a good health condition(Grade B). Daily maintenance and minor repairs after special inspections should be carried out. The subjective-objective optimization weighting method comprehensively considers the subjective-objective information from the expert evaluations. The optimized weighting results are always closer to the subjective weighting results, indicating that the information contained in pairwise comparisons from experts has a greater impact on the optimized weights. Under severe deterioration of piers, the evaluation value of the high-stress indicator of pier top section significantly decreases. This indicator corresponds to a relatively high risk level and controls the overall health condition of the structure. Taking the indicator evaluation value of 20 as an example, the assessment value is 0.633 0 when ignoring the variable weighting correction, and 0.568 5 with simple AHP. When the variable weighting correction and improved TOPSIS are adopted, the assessment result changes into 0.379 6. The variable weighting correction establishes an effective penalty mechanism for abnormal indicators, while the improved TOPSIS further enhances the ability to identify the distance between the assessment target and the negative ideal solution, making the comprehensive assessment results better reflect the actual bridge condition.10 tabs, 11 figs, 31 refs.

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Last Update: 2025-12-20