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Simulate swarms of mobile agents in 2D and 3D.

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diBernardoGroup/SwarmSimPublic

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SwarmSim

Simulate 2D and 3D swarms of mobile agents with various dynamics and implement distributed control laws to obtain different behaviours.

To execute your first simulation simply run Launcher.m.

Features:

  • Simulation of swarms of mobile agents.
  • Implement your own dynamical model or use one of the embedded ones (see integrateAgents).
  • Implement your own distributed control law or use one of the embedded ones (see globalInteractionForce).
  • Acquisition of metrics to evaluate the performance.
  • Extensive simulations to study stochastic effects or different initial conditions (see MultiLauncher).
  • Extensive simulations to study the effects of the parameters (see SequentialLauncher).
  • Local stability analysis through linearization (see CrystalStability).
  • Interface with Robotarium code to perform advanced simulations and real life experiments (see RobotariumSimulator). For more details refer to https://www.robotarium.gatech.edu.
  • Plots to visualise the simulation and the metrics.
  • Automatic save the results of the simulations.

This project implements the algorithms described in [Giusti2022] (see SwarmSimV1 ) and [Giusti2023]. In the Media folder, there is a video supplement for [Giusti2022].

For more information contact andrea.giusti@unina.it.

Copyrights: If you use this code for research purposes and want to mention it in one of your publications, please cite [Giusti2022].

Versions:

  • V2.0 - Authors: Andrea Giusti. Date: 2023
  • V1.1 - Authors: Andrea Giusti and Gian Carlo Maffettone. Date: 2023
  • V1.0 - Authors: Andrea Giusti and Gian Carlo Maffettone. Date: 2022

References:

  • [Giusti2023] Giusti, A., Coraggio, M., & di Bernardo, M. (2023). Local Convergence of Multi-Agent Systems Toward Rigid Lattices. IEEE Control Systems Letters. DOI:10.1109/LCSYS.2023.3289060.
  • [Giusti2022] Giusti, A., Maffettone, G. C., Fiore, D., Coraggio, M., & di Bernardo, M. (2022). Distributed Control for Geometric Pattern Formation of Large-Scale Multirobot Systems. arXiv preprint arXiv:2207.14567.