Abstract

This study assesses the earthquake performance of a historical masonry arch bridge in Aizanoi ancient city, which is located in the mid part of Turkey near Kütahya. Aizanoi was the capital of the territory called Aizanitis, located in the area of Phrygia. Historians agreed that Roman settlement in this area started in 3rd millenium BC. The structure is made of stone and has five arches of 5.40m, 6.70m, 7.30m spans. Rise of the arches are varying from 2.70m to 3.65m. Restoration works have completed in 2018. Before the restoration works have been started the bridge was used for vehicles, even for heavy trucks. Today the bridge is using only for pedestrians. After a detailed site investigation, material characterisation and soil tests were performed, ambient vibration test was carried out on site, by placing accelerometers at several points on bridge span to capture dynamic properties of the structure. Different methods such as Frequency Domain Decomposition, SSI were used to extract the experimental natural frequencies, mode shapes, and damping ratios from these measurements. Experimental results were compared with those obtained by the linear finite element analysis of the bridge. Good agreement between mode shapes was observed in comparison, though natural frequencies disagree by 8-10%. The boundary conditions of the linear finite element model of the bridge were adjusted such that the analytical predictions agree with the ambient vibration test results. According to the total strain crack material model, the calibrated linear FE model was extended into a nonlinear model then Nonlinear Static Pushover analyses of the bridge along longitudinal and transversal directions were performed. Obtained results are in good agreement with previous case studies’ results. In order to compare collapse load of the bridge with pushover analysis results, kinematic limit analysis procedure is used to assess longitudinal and transverse seismic capacities. The capacity curves are obtained by means of limit analysis approach. The study is aimed to identify on one hand the horizontal load multiplier that activates the kinematic mechanism, on the other hand the collapse displacement. The numerical results of the structural capacity so found have been compared with the results available in literature and acceptable agreement of the results have been obtained.

Full document

The PDF file did not load properly or your web browser does not support viewing PDF files. Download directly to your device: Download PDF document

References

[1] Heyman, J. The masonry arch. Ellis Horwood, Chicester (1982).

[2] Gilbert, M. and Melbourne C., Rigid block analysis to masonry arch bridges. Struct. Eng. (1994) 72:pp.356-361.

[3] Boothby, T., Collapse modes of masonry arch bridges, Journal of Bridge Masonry Society (1995) 9 (2): pp. 62–69.

[4]Audenaert et al. 2D analysis of arch bridges using an elasto-plastic material model. Engineering Structures (2008) 30: pp.845-855.

[5]Brencich, A. and De Francesco, U. Assessment of multi-span masonry arch bridges. Part I: a simplified approach. Part II:examples and applications. Journal of Bridge Engineering ASCE (2004) 9 (6): pp.582-598.

[6]Molins, C. and Roca, P. Capacity of masonry arches and spatial frames. Journal of Structural Engineering (1998) 124:pp.653-663.

[7]Heyman, J. The Stone Skeleton. International Journal of Solids and Structures (1966) 2:pp.249-279.

[8]Gilbert, M. Limit analysis applied to masonry arch bridge: state of the art and recent developments. Proc. 6th international conference on arch bridges, ARCH’07 (2007).

[9]Clemente et al. Limit behavior of stone arch bridges. Journal of Structural Engineering ASCE (1995) 121 (7): pp.1045-1050.

[10] Gilbert, M. On the analysis of multi-ring brickwork arch bridges. Proc. 2nd International conference on arch bridges. (1998).

[11] Clemente et al. Application of limit analysis to stone arch bridges. Proc. 6th International conference on arch bridges ARCH’010. (2010).

[12] Gilbert, M. and Melbourne, C. Rigid-block analysis to masonry arch bridges. Struct. Eng. (1994) 72: pp.356-361.

[13] Clemente, P. Introduction to dynamics of stone arches. Earthquake Engineering and Structural Dynamics (1998) 27:pp.513-522.

[14] De Lorenzis et al. Failure of masonry arches under impulse base motion. Earthquake Engineering and Structural Dynamics. (2007) 6:pp.2119-2136.

[15] De Luca et al. A simplified procedure for assessing the seismic capacity of masonry arches.Engineering Structures (2004) 26:pp.1915-1929.

[16] Cavicchi, A. and Gambarotta, L. Collapse analysis of masonry bridges taking into account arch-fill interaction. Engineering Structures. (2005) 27:pp.605-615.

[17] Fajfar, P. and Gaspersic, P. The N2 method for the seismic damage analysis of RC buildings. Earthquake Engineering and Structural Dynamics. (1996) 25:pp.23-67.

Back to Top
GET PDF

Document information

Published on 30/11/21
Submitted on 30/11/21

Volume Seismic analysis and retrofit, 2021
DOI: 10.23967/sahc.2021.207
Licence: CC BY-NC-SA license

Document Score

0

Views 11
Recommendations 0

Share this document

claim authorship

Are you one of the authors of this document?