By
Marco Virgilio García Quintela (author)
Summary
The towns of Aventicum (Avenches, Switzerland) and Augusta Raurica (Augst, Switzerland) were the mainRoman towns of the Civitas Helvetiorum in the province of Gallia Belgica (and later shifted to GermaniaSuperior). Both were probably founded ex-nihilo, the first at the time of Claudius (mid first century AD), thesecond by Caius Munatius Plancus around 44 BC andwas refounded soon after the 15 BC . The layout ofboth towns conforms to all Roman standards with a city grid in orthogonal shape and with several publicbuildings to hail the splendor of Roman society. Also the orientation of such grid seems to conform to mostRoman standards. The archaeoastronomical study of both cities is contextualised following two paths.Firstly, we consider the orientation of the layout of some other regional Roman foundations as Vesontio(Besançon, France), Iulia Equestris (Nyon, Switzerland), Forum Claudii (Martigny, Switzerland), andVindonissa (Windisch, Switzerland).Secondly, we realize that the temples of this cities seem to break the general layout in both towns: theseappear to bear orientations skewed several degrees with respect to the general grid. In both cases a Romantheater seems to feature some kind of relation with the temple as in other areas in the Roman Empire.Notably, the orientation of these temples share similarities to other sacred precincts in the area possibly builtprior to the Roman conquest.This duality in orientations, with a city grid with an orientation different to that of some of the main publicbuildings may be a witness to a period when a compromise, negotiation, or resistance either implicit orexplicit, took place between conquered and conquerors. Interestingly, similar cases have recently beenreported in the Roman towns of Augusta Treverorum (present day Trier, Germany) or Augustodum(modern day Autun, France).
Keywords
Orientation. Archaeoastronomy. Roman Towns. Switzerland. Augusta Raurica. Aventicum.
Journal or series
Mediterranean Archaeology and Archaeometry
Volume 18 (4)
Pages 425-433