From Art to Science of Construction: the Permanence of Proportional Rules in the “Strange Case” of the 19th Century Ponte Taro Bridge (Parma, Italy)

F. Ottoni, V. Braglia, E. Coïsson, L. Ferrari
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Abstract

. The bridge commissioned by Maria Luigia to Eng. Antonio Cocconcelli and built between 1816 and 1821 over the Taro River (near Parma, Northern Italy), is a very important monument, both from a cultural and strategic point of view. This 20 arches masonry bridge reaches the length of nearly 600 meters and constitutes a very interesting case study, not only for the technical and structural issues related to its restoration and use (with increased traffic loads) but also for the role that geometry played in its history and stability. In this paper, a compared analysis on the historical ‘proportional theory’ and the constructive features of this ancient bridge is proposed with the final aim to show the importance of recovering “empiricism” in dealing with ancient monuments. Thanks to a high precision survey the realized structure has been compared to the original project, in order to detect the deformations suffered by the structure in time, thus applying the “historical monitoring” procedure to the monument. Hence, starting from the dimensional theory, a static analysis of the bridge is proposed by means of Mery’s graphic method, in order to investigate the structural safety level of the original project, also considering the current load conditions. A comparison with the static results obtained by means of limit analysis, finally shows the validity of ancient proportional theory, which can constitute a first qualitative method for structural validation of ancient masonry structures
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从艺术到建筑科学:19世纪庞特塔罗桥“奇案”中比例规则的持久性(意大利帕尔马)
. 这座桥由Maria Luigia委托建造。Antonio Cocconcelli城堡建于1816年至1821年之间,位于意大利北部帕尔马附近的塔罗河上,从文化和战略的角度来看,它都是一座非常重要的纪念碑。这座有20个拱门的砖石桥长近600米,是一个非常有趣的案例研究,不仅是与修复和使用相关的技术和结构问题(随着交通负荷的增加),而且是几何形状在其历史和稳定性中所起的作用。本文通过对历史“比例理论”和古桥的构造特征进行对比分析,最终目的是表明恢复“经验主义”在处理古建筑中的重要性。通过高精度的测量,将实现的结构与原工程进行了比较,以便及时检测结构所遭受的变形,从而对纪念碑应用“历史监测”程序。因此,从量纲理论出发,采用Mery图解法对该桥进行静力分析,以考察原工程的结构安全水平,同时考虑当前荷载条件。通过与极限分析得到的静力结果的比较,验证了古代比例理论的有效性,为古代砌体结构的结构验证提供了第一个定性方法
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