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Advisor(s)
Abstract(s)
The paper addresses the problem of assigning robots
to target locations in the context of a disaster management
scenario, while minimizing a set of pre-defined objectives. The
problem is formulated as a Multi-objective Multiple Traveling
Salesman Problem. A three-phase mechanism based on Analytical
Hierarchy Process (AHP) is proposed. In the first phase,
AHP is used to systematically define weights for each objective.
In the second phase, the robots contend for the allocation of
available targets using three different approaches. In the third
phase, an improvement phase is carried out to refine the targets’
allocation. A Matlab simulation studies is used to examine
the performance of the proposed solutions with three objective
functions namely the total traveled distance, the maximum tour
and the deviation rate. The comparison between the three
proposed approaches shows that, for large scenario, the marketbased
approach gives the best solution over the RTMA and the
Balanced approach. Moreover, the comparison of the proposed
multi-objective approach with the mono-objective one shows that
our proposed approach outperforms the mono-objective one in
the global cost when considering the three objectives. A slightly
additional cost in the
Description
Keywords
Robots Linear programming Mathematical model Optimization Search problems Traveling salesman problems
Citation
Publisher
Institute of Electrical and Electronics Engineers