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    Adaptive consensus tracking for fractional-order linear time invariant swarm systems

    , Article Journal of Computational and Nonlinear Dynamics ; Vol. 9, issue. 3 , 2014 ; ISSN: 15551415 Soorki, M. N ; Tavazoei, M. S ; Sharif University of Technology
    Abstract
    This paper presents an adaptive controller to achieve consensus tracking for the fractional-order linear time invariant swarm systems in which the matrices describing the agent dynamics and the interactive dynamics between agents are unknown. This controller consists of two parts: an adaptive stabilizer and an adaptive tracker. The adaptive stabilizer guarantees the asymptotic swarm stability of the considered swarm system. Also, the adaptive tracker enforces the system agents to track a desired trajectory while achieving consensus. Numerical simulation results are presented to show the effectiveness of the proposed controller. Copyright  

    Fractional-order linear time invariant swarm systems: Asymptotic swarm stability and time response analysis

    , Article Central European Journal of Physics ; Volume 11, Issue 6 , October , 2013 , Pages 845-854 ; 18951082 (ISSN) Soorki, M. N ; Tavazoei, M. S ; Sharif University of Technology
    2013
    Abstract
    This paper deals with fractional-order linear time invariant swarm systems. Necessary and sufficient conditions for asymptotic swarm stability of these systems are presented. Also, based on a time response analysis the speed of convergence in an asymptotically swarm stable fractional-order linear time invariant swarm system is investigated and compared with that of its integer-order counterpart. Numerical simulation results are presented to show the effectiveness of the paper results  

    Asymptotic swarm stability of fractional-order swarm systems in the presence of uniform time-delays

    , Article International Journal of Control ; Nov , 2015 , Pages 1-10 ; 00207179 (ISSN) Soorki, M. N ; Tavazoei, M. S ; Sharif University of Technology
    Taylor and Francis Ltd  2015
    Abstract
    In this paper, asymptotic swarm stability of fractional-order swarm systems in the presence of uniform time-delays is studied. By using a frequency domain approach, the necessary and sufficient condition on the values of time-delay is derived to guarantee the asymptotic swarm stability under a directed/undirected interaction graph. Numerical examples are given to confirm the obtained analytical results  

    Asymptotic swarm stability of fractional-order swarm systems in the presence of uniform time-delays

    , Article International Journal of Control ; Volume 90, Issue 6 , 2017 , Pages 1182-1191 ; 00207179 (ISSN) Naderi Soorki, M ; Tavazoei, M. S ; Sharif University of Technology
    Taylor and Francis Ltd  2017
    Abstract
    In this paper, asymptotic swarm stability of fractional-order swarm systems in the presence of uniform time-delays is studied. By using a frequency domain approach, the necessary and sufficient condition on the values of time-delay is derived to guarantee the asymptotic swarm stability under a directed/undirected interaction graph. Numerical examples are given to confirm the obtained analytical results. © 2015 Informa UK Limited, trading as Taylor & Francis Group  

    Constrained swarm stabilization of fractional order linear time invariant swarm systems

    , Article IEEE/CAA Journal of Automatica Sinica ; Volume 3, Issue 3 , 2016 , Pages 320-331 ; 23299266 (ISSN) Naderi Soorki, M ; Tavazoei, M. S ; Sharif University of Technology
    Institute of Electrical and Electronics Engineers Inc 
    Abstract
    This paper deals with asymptotic swarm stabilization of fractional order linear time invariant swarm systems in the presence of two constraints: the input saturation constraint and the restriction on distance of the agents from final destination which should be less than a desired value. A feedback control law is proposed for asymptotic swarm stabilization of fractional order swarm systems which guarantees satisfying the above-mentioned constraints. Numerical simulation results are given to confirm the efficiency of the proposed control method