Réseau routier de l'Isère - Graphe routier
Organisation : Conseil départemental de l'Isère

Ce jeu de données représente les sections géographiques des routes départementales en Isère, plus quelques RD limitrophes, nationales, autoroutes et métropolitaines.

Le système utilisé pour se localiser sur le réseau routier fonctionne à partir d'un réseau de "points routiers" localisé dans l'espace (composé de bornes réelles ou fictives qui jalonnent le réseau routier départemental). 

Ces plots sont "figés" dans l'espace mais la constante évolution du réseau routier (création de nouvelle voirie / modification de la voirie existante), fait que la distance Inter-plot ou inter PR (pour point de repère) qui sépare deux plots n'est pas homogène.

En plus des coordonnées géographiques, pour se localiser précisément le long du réseau routier on parlera donc de PR + Absisse : Le PR reprenant le numéro de borne la plus proche (dans le sens montant) et l'absisse correspondant à la distance métrique qui sépare la localisation de la borne du point de localisation final. 

Ce schéma reprend le fonctionnement du "PR + absisse" :  


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)

Mots-clés : graphe,isere,mobilites,routes