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May 9, 20260 citationsOpen Access

Analyse dynamique d'un pont ferroviaire à grande vitesse : vitesses critiques et vérification selon EN 1991-2

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CSCheikh SyDNDjibrill Ndiaye

Key Points

  • This research aims to assess the dynamic behavior of a high-speed railway bridge to ensure structural integrity and passenger comfort.
  • Numerical modeling using Robot Structural Analysis of a 25 m-span reinforced concrete girder bridge
  • Conducted modal analysis and time-domain integration under HSLM-A load models
  • Evaluated acceleration and deflection criteria as per Eurocodes EN 1990, EN 1991-2, and EN 1992-1-1.
  • Dynamic response exceeded the admissible threshold under HSLM-A load models (az,max = 7.19 m/s² at Vcrit = 170 km/h)
  • Dynamic amplification factor of D = 1.97 at service speed of 220 km/h
  • Critical non-conformities identified in the 130-190 km/h range, highlighting resonance speed issues.

Abstract

As high-speed railway infrastructure continues to expand, bridge design can no longer rely solely on conventional static approches. Dynamic actions induced by railway traffic can give rise to resonance pheno-mena with potentially severe consequences for structural integrity and passenger comfort. This paper demonstrates the necessity of a rigo-rous dynamic analysis, based on the numerical modelling under Robot Structural Analysis of a 25 m-span reinforced concrete girder railway bridge, designed in accordance with Eurocodes EN 1990, EN 1991-2 and EN 1992-1-1. The study combines modal analysis, time-domain integration under the ten HSLM-A load models, and verification of the regulatory acceleration and deflection criteria. The results show that the dynamic response exceeds the admissible threshold under the HSLM-A load models (az,max = 7.19 m/s- for load model A10 at Vcrit = 170 km/h, against a=,dop = 3.5 m/s), with a dynamic amplification factor D = 1.97 at the service speed of 220 km/h. Critical non-conformities are identified over the range 130-190 km/h, which corresponds to the resonance speeds of the load models and is crossed during transient acceleration and deceleration phases. These results un-derscore the importance of systematically integrating dynamic analysis from the design stage. They also provide formal justification for the use of passive mitigation devices such as tuned mass dampers (TMD), thus constituting the analytical foundation required for their optimal design.

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Cite This Study

Sy et al. (2026) studied this question.

synapsesocial.com/papers/69fed021b9154b0b8287731bhttps://doi.org/10.5281/zenodo.20069676
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