Parametric Modelling and Nonlinear FE Analysis of Trepponti Bridge Subjected to Differential Settlements

The Trepponti bridge in Comacchio (Italy) is a significant masonry landmark characterised by a complex geometry. Its structure comprises five irregularly connected segments, creating pronounced geometric discontinuities. Accurately modelling this configuration is challenging due to the highly complex mechanical behaviour of masonry. This study presents a robust computational strategy for the nonlinear structural assessment of such heritage bridges. The methodology integrates a parametric meshing environment (PoliBrick plugin) with nonlinear finite-element analysis in Straus7. An initial discretisation is generated through PoliBrick, undergoes geometric optimisation to produce an analysis-ready model. The bridge is homogeneously modelled and meshed through macro-blocks obeying a Mohr–Coulomb failure criterion. Material parameters are defined according to the LC1 knowledge level stipulated by the Italian structural code. Differential settlement scenarios are simulated by imposing controlled vertical displacements on individual and paired piers. This approach enables evaluation of structural displacement, stress distribution, and crack propagation. The analyses reveal a markedly asymmetric structural response, identifying two specific piers as critical vulnerable elements. The proposed framework demonstrates that parametric meshing effectively reconciles accurate geometric representation with computational efficiency. It offers a practical tool for guiding the conservation and safety evaluation of irregular vaulted masonry bridges.

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Publication Details

Journal
Buildings
Published
2025-12-22
DOI
https://doi.org/10.3390/buildings16010047
Primary Topic
Masonry and Concrete Structural Analysis
Type
article
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article

Parametric Modelling and Nonlinear FE Analysis of Trepponti Bridge Subjected to Differential Settlements

Natalia Pingaro, M. Pourfouladi, Giovanni Meloni
Buildings
Masonry and Concrete Structural Analysis
article

Parametric Modelling and Nonlinear FE Analysis of Trepponti Bridge Subjected to Differential Settlements

Natalia Pingaro, M. Pourfouladi, Giovanni Meloni
article en

Abstract

The Trepponti bridge in Comacchio (Italy) is a significant masonry landmark characterised by a complex geometry. Its structure comprises five irregularly connected segments, creating pronounced geometric discontinuities. Accurately modelling this configuration is challenging due to the highly complex mechanical behaviour of masonry. This study presents a robust computational strategy for the nonlinear structural assessment of such heritage bridges. The methodology integrates a parametric meshing environment (PoliBrick plugin) with nonlinear finite-element analysis in Straus7. An initial discretisation is generated through PoliBrick, undergoes geometric optimisation to produce an analysis-ready model. The bridge is homogeneously modelled and meshed through macro-blocks obeying a Mohr–Coulomb failure criterion. Material parameters are defined according to the LC1 knowledge level stipulated by the Italian structural code. Differential settlement scenarios are simulated by imposing controlled vertical displacements on individual and paired piers. This approach enables evaluation of structural displacement, stress distribution, and crack propagation. The analyses reveal a markedly asymmetric structural response, identifying two specific piers as critical vulnerable elements. The proposed framework demonstrates that parametric meshing effectively reconciles accurate geometric representation with computational efficiency. It offers a practical tool for guiding the conservation and safety evaluation of irregular vaulted masonry bridges.

BuildingsVol. 16(1)
European Centre for Training and Research in Earthquake Engineering (IT), Politecnico di Milano (IT)
Sustainable cities and communities
Openalex Percentile: Top 38%
Masonry and Concrete Structural Analysis
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Parametric Modelling and Nonlinear FE Analysis of Trepponti Bridge Subjected to Differential Settlements — Natalia Pingaro, M. Pourfouladi, et al. · Buildings (2025) | TGRS Research Map | TGRS