The Simulation Model Partitioning Problem: an Adaptive Solution Based on Self-Clustering (Extended Version)

This paper is about partitioning in parallel and distributed simulation. That means decomposing the simulation model into a numberof components and to properly allocate them on the execution units. An adaptive solution based on self-clustering, that considers both communication reduction and computational load-balancing, is proposed. The implementation of the proposed mechanism is tested using a simulation model that is challenging both in terms of structure and dynamicity. Various configurations of the simulation model and the execution environment have been considered. The obtained performance results are analyzed using a reference cost model. The results demonstrate that the proposed approach is promising and that it can reduce the simulation execution time in both parallel and distributed architectures

Parallélisation de simulateur DEVS par métamodélisation et transformation de modèle

This thesis proposes an engineering approach to parallelize existing DEVS simulators without having to modify the algorithms of the initial implementation, but by injecting additional components suitable for inter-component communication protocol into force. The simulation algorithms of these new components called "Coats" are defined.An engineering approach to systematize the passage from one implementation to its counterpart parallel and distributed is then proposed. This approach is based on metamodeling and models transformation principles inspired of Model Driven Engineering (MDE). Its genericity guarantees the reusability with any sequential DEVS simulator.Cette thèse propose une approche d’ingénierie consistant à paralléliser des simulateurs DEVS existants, sans être obligé de modifier les algorithmes de l’implémentation initiale, mais en injectant des composants additionnels adaptés au protocole de communication intercomposants en vigueur. Les algorithmes de simulation de ces nouveaux composants appelés « Manteaux », sont définis. Une démarche d’ingénierie permettant de systématiser le passage d’une implémentation à sa contrepartie parallèle et distribuée est ensuite proposée. Cette démarche s’appuie sur les principes de méta modélisation et de transformation de modèles inspirés de l’Ingénierie Dirigée par les Modèles (IDM). Sa généricité en garantit la réutilisabilité avec tout simulateur séquentiel DEVS