4.4 Article

Decentralised robust T-S fuzzy controller for a parallel islanded AC microgrid

Journal

IET GENERATION TRANSMISSION & DISTRIBUTION
Volume 13, Issue 9, Pages 1589-1598

Publisher

INST ENGINEERING TECHNOLOGY-IET
DOI: 10.1049/iet-gtd.2018.5757

Keywords

distributed power generation; voltage control; control system synthesis; robust control; fuzzy control; power distribution faults; invertors; linear matrix inequalities; power generation control; nonlinear control systems; decentralised control; convex linear matrix inequality condition; MATLAB LMI toolbox; decentralised system; local inverter controllers; constant power load; microgrid test system; T-S controller; decentralised robust T-S fuzzy controller; parallel islanded AC microgrid; decentralised robust fuzzy control strategy; islanded operation; voltage source inverters; robust controller; load bus voltage; distributed generators; parallel DGs; Takagi-Sugeno fuzzy approach; robust control strategy; nonconvex condition; droop controllers; AC bus; MATLAB SimPowerSystems toolbox; convex linear matrix inequality; LMI condition; high frequency dynamics

Funding

  1. Institute for Research in Fundamental Sciences (IPM) [CS 1397-4-56]

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This study proposes a decentralised robust fuzzy control strategy for islanded operation of an AC microgrid with voltage source inverters. The objective is to design a robust controller for regulating the load voltage and sharing power among distributed generators (DGs) in the presence of uncertainties in the system and non-linear loads. The AC microgrid consists of parallel DGs connected to a main AC bus. A Takagi-Sugeno fuzzy approach is developed in this article to achieve stability and desired performance in dealing with non-linearities in the islanded microgrid and H-infinity criterion is used to obtain a robust control strategy in presence of uncertainties raised by unmodelled and high frequency dynamics. Therefore, a non-convex condition in H-infinity optimisation problem is converted to a convex linear matrix inequality (LMI) condition and is solved by MATLAB LMI toolbox. In order to develop a decentralized system, P-f and Q-V droop controllers are used to specify set-points for local inverter controllers in each DG. The effectiveness of the proposed control strategy in presence of constant power load and DG accidental outage is validated by the simulation of a microgrid test system in MATLAB SimPowerSystems toolbox. Comparison with cascaded proportional integral controller shows advantages of robust T-S controller.

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