synchronization
This study proposes a stabilization approach when applying $N$th-order compensation for the average consensus of a multi-agent system affected by non-uniform, asymmetric, and time-varying delays in a communication network.
A continuous-time linear dynamical system with a local discrete-time controller modeled for each agent.
In our previous study, we proposed a packet selection algorithm that always selects the most recent packet and a synchronization algorithm that compensates for asymmetric delays to achieve an average consensus considering first-order compensation.
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Data related to figures 3 and 7 in T. Fordell, K. Hanhijärvi, A.E. Wallin, J. Myyry, T. Lindvall ”Out-of-Band Fibre-Optic Time and Frequency Transfer Using Asymmetric and Symmetric Opto-Electronic Repeaters”, IEEE
IEEE Trans. Ultrason. Ferroelectr. Freq. Control (2023).
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The accessible dataset is related to the paper entitled "Synchronization Stability of Interconnected Inverter-based Microgrids". It includes the MATLAB codes to regenerate the sensitivity analysis results, which are used to study stability of interconnected microgrids.
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