Loading…

Assessment and prediction of high speed railway bridge long-term deformation based on track geometry inspection big data

•A low-cost, data-driven approach to assess and predict bridge deformation using track inspection big data is proposed.•BDD index is defined to quantify bridge deformation based on track geometry inspection data.•TTD model is established to describe development of bridge deformation.•A 2.6-year trac...

Full description

Saved in:
Bibliographic Details
Published in:Mechanical systems and signal processing 2021-09, Vol.158, p.107749, Article 107749
Main Authors: Wang, Yuan, Wang, Ping, Tang, Huiyue, Liu, Xiang, Xu, Jinhui, Xiao, Jieling, Wu, Jingshen
Format: Article
Language:English
Subjects:
Citations: Items that this one cites
Items that cite this one
Online Access:Get full text
Tags: Add Tag
No Tags, Be the first to tag this record!
Description
Summary:•A low-cost, data-driven approach to assess and predict bridge deformation using track inspection big data is proposed.•BDD index is defined to quantify bridge deformation based on track geometry inspection data.•TTD model is established to describe development of bridge deformation.•A 2.6-year track geometry inspection dataset is applied as a case study.•A prediction of the BDD index over the following 3 years is given with a 95% confidence level. This paper proposes a low-cost, data-driven approach to assess and predict bridge deformation using track inspection big data, which is primarily used for assessing track conditions. Firstly, a Bridge Deformation Assessment model with a sophisticated signal processing process is introduced to manipulate track geometry inspection data for extracting bridge-related components. Secondly, a Bridge Dynamical Deformation index (BDD index) is defined to quantify bridge deformation based on track geometry inspection data. Thirdly, the Temperature-Time-Deformation model (TTD model) is established to describe bridge deformation with respect to ambient temperature and length of service time of the bridge. Three types of TTD equations are proposed, including exponential-, hyperbolic- and linear-TTD equations. Fourthly, a track geometry inspection dataset over 2.6 years involving 563 bridge spans is applied as a case study. It is found that the BDD index changes with ambient temperature by 0.02 mm/°C on average, and increases with time by 0.2 mm/year during the 2.6-year period. Furthermore, a prediction on the amount of increase of the BDD index over the following 3 years is given with a 95% confidence level. It is expected that BDD index will increase by 0.5 mm in 2 years and 0.7 mm in 3 years according to the TTD model. Finally, the model uncertainty is discussed from data aspect and model aspect. The methods in this paper are of reference value for research topics on bridge condition evolution, rail geometry degradation and prediction-based infrastructure maintenance.
ISSN:0888-3270
1096-1216
DOI:10.1016/j.ymssp.2021.107749