Comprehensive performance evaluation of high embankments in heavy-haul railways using an improved extension model with attribute reduction algorithm

Author:

Zhang Qi1,Su Qian12,Liu Baosen1,Pei Yanfei1,Zhang Zongyu1,Chen De12

Affiliation:

1. School of Civil Engineering, Southwest Jiaotong University, Chengdu, China

2. MOE Key Lab High Speed Railway Engineering, Southwest Jiaotong University, Chengdu, China

Abstract

Effectively evaluating high-embankment deformation and stability is important for heavy-haul railway safety. An improved extension model with an attribute reduction algorithm was proposed for the comprehensive evaluation method. First, a hierarchical evaluation system for high embankments in heavy-haul railways was established using the attribute reduction algorithm, which includes the principal component analysis, maximum information coefficient, coefficient of variation, and improved Dempster-Shafer evidence theory. Furthermore, the improved extension model was used to evaluate high-embankment performance in heavy-haul railways. In this improved extension model, the combination weighting method, an asymmetric proximity function, and the maximum membership principle effectiveness verification were used. Finally, three high embankments in a Chinese heavy-haul railway were studied. The results illustrate that the main influencing factors for high-embankment performance in a heavy-haul railway are annual rainfall, annual temperature, and 21 other indicators. The performance of the three embankments is level III (ordinary), level II (fine), and level III (ordinary), respectively, indicating that these embankments have generally unfavourable performance. The three embankments’ performance matches field measurements, and the proposed method outperforms the Fuzzy-AHP method, cloud model, and gray relational analysis. This study demonstrates the feasibility of the proposed method in assessing the high-embankment performance under heavy axle loads.

Publisher

IOS Press

Subject

Artificial Intelligence,General Engineering,Statistics and Probability

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