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A Task Modelling Formalism for Industrial Mobile Robot Applications

Fulltext:


Authors:


Publication Type:

Conference/Workshop Paper

Venue:

20th International Conference on Advanced Robotics

DOI:

10.1109/ICAR53236.2021.9659481


Abstract

Industrial mobile robots are increasingly introduced in factories and warehouses. These environments are becoming more dynamic with human co-workers and other uncertainties that may interfere with the robot's actions. To uphold efficient operation, the robots should be able to autonomously plan and replan the order of their tasks. On the other hand, the robot's actions should be predictable in an industrial process. We believe the deployment and operation of robots become more robust if the experts of the industrial processes are able to understand and modify the robot's behaviour. To this end, we present an intuitive novel task modelling formalism, Robot Task Scheduling Graph (RTSG). RTSG provides building blocks for the explicit definition of alternative task sequences in a compact graph format. We present how such a graph is automatically converted to a task planning problem in two different forms, i.e., a Mixed Integer Linear Program (MILP) and a Planning Domain Definition Language specification (PDDL). Converted RTSG models of a mobile kitting application are used to experimentally compare the performance of one MILP planner and two PDDL planners. Besides providing this comparison, the experiments confirm the equivalence of the converted MILP and PDDL problem formulations. Finally, a simulation experiment verifies the assumed correlation between a cost model, based on path lengths, and the makespan.

Bibtex

@inproceedings{Lager6315,
author = {Anders Lager and Alessandro Papadopoulos and Giacomo Spampinato and Thomas Nolte},
title = {A Task Modelling Formalism for Industrial Mobile Robot Applications},
pages = {296--303},
month = {December},
year = {2021},
booktitle = {20th International Conference on Advanced Robotics},
url = {http://www.es.mdu.se/publications/6315-}
}