An Integrated Expert System for Prioritizing Concrete Railway Bridges Maintenance: A Hybrid Fuzzy Delphi - Fuzzy TOPSIS - MLP Framework
Maintenance prioritization of railway bridges is a critical challenge due to limited financial resources and the direct impact of bridge failures on transportation network safety. Traditional approaches relying on individual expert judgment are inadequate for managing the complexity of maintaining precast concrete railway bridges, particularly in environmentally aggressive corridors. This study presents an integrated three-stage expert system (hybrid decision-support framework) for maintenance prioritization of 85 precast box-girder concrete bridges along the BonekuhGorgan railway corridor (Northern Iran). The proposed framework combines: (1) Fuzzy Delphi for extracting, screening, and weighting maintenance criteria through the judgment of 15 domain experts; (2) Fuzzy TOPSIS for quantitative prioritization and computation of the Intervention Priority Index (Cl+) across three inspection periods (2020, 2022, and 2024); and (3) Multilayer Perceptron (MLP) neural network for predicting the future trend of the Cl+ index and supporting preventive maintenance planning. In the Fuzzy Delphi stage, 12 key criteria were identified from 20 initial candidates; expansion joints (C5) and guardrails (C12) received the highest weights (w = 0.096). Kendall's concordance coefficient (W = 0.69) and Cronbach's alpha (α = 0.847) confirmed satisfactory consensus and reliability among experts. Fuzzy TOPSIS results showed that bridge B1, with Cl+ = 0.826, had the most critical condition requiring immediate intervention, while bridge B48, with Cl+ = 0.214, exhibited the lowest deterioration level. The MLP model with a 13-64-1 architecture and Walk-Forward Validation predicted the Cl+ index with R² = 0.931 and RMSE = 0.0214, demonstrating high generalizability. The results indicate that the proposed framework can serve as a practical Decision Support System (DSS) for railway bridge maintenance management, supporting optimal allocation of limited resources with scientific precision and transparency.

