2020
DOI: 10.1109/jestpe.2019.2936741
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Dynamic Microgrids With Self-Organized Grid-Forming Inverters in Unbalanced Distribution Feeders

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Cited by 47 publications
(16 citation statements)
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“…Peng et al [211] presented the small-signal analysis of voltage unbalance correction strategies for islanded MGs through a detailed state-space model using dynamic phasors, and proposed a new compensation technique, while Ismail et al [212] presented a strategy based on supercapacitor storage for improving the dynamic performance of the system under unbalanced and non-linear loads. A control strategy enabling seamless system transition during unbalanced dynamic MG reconfiguration, and ensuring proportional powersharing using a distributed secondary control strategy is developed in [213] for DGs with grid forming inverters in unbalanced dynamic MGs, which is validated through HIL. A novel control algorithm using double reduced-order generalised integrators for a four-leg shunt converter is presented in [214], while Sedhom et al [215] proposed another robust H ∞ based controller for unbalance mitigation in islanded MGs.…”
Section: Fig 4 Block Diagram Of a Typical Control Scheme For Addressmentioning
confidence: 99%
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“…Peng et al [211] presented the small-signal analysis of voltage unbalance correction strategies for islanded MGs through a detailed state-space model using dynamic phasors, and proposed a new compensation technique, while Ismail et al [212] presented a strategy based on supercapacitor storage for improving the dynamic performance of the system under unbalanced and non-linear loads. A control strategy enabling seamless system transition during unbalanced dynamic MG reconfiguration, and ensuring proportional powersharing using a distributed secondary control strategy is developed in [213] for DGs with grid forming inverters in unbalanced dynamic MGs, which is validated through HIL. A novel control algorithm using double reduced-order generalised integrators for a four-leg shunt converter is presented in [214], while Sedhom et al [215] proposed another robust H ∞ based controller for unbalance mitigation in islanded MGs.…”
Section: Fig 4 Block Diagram Of a Typical Control Scheme For Addressmentioning
confidence: 99%
“…[212] presented a strategy based on supercapacitor storage for improving the dynamic performance of the system under unbalanced and non‐linear loads. A control strategy enabling seamless system transition during unbalanced dynamic MG reconfiguration, and ensuring proportional power‐sharing using a distributed secondary control strategy is developed in [213] for DGs with grid forming inverters in unbalanced dynamic MGs, which is validated through HIL. A novel control algorithm using double reduced‐order generalised integrators for a four‐leg shunt converter is presented in [214], while Sedhom et al .…”
Section: Unbalance Mitigation In the Islanded Modementioning
confidence: 99%
“…Therefore, networked microgrids can be implemented to enable additional mutual grid support among them. As reported, grid sectionalization with multiple microgrids can be implemented based on the optimal scheduling of grid assets and effective transient management [13]- [16].…”
Section: Resilience Enhancement In Local and Regional Areasmentioning
confidence: 99%
“…Meanwhile, this type of networked microgrids can be further developed with changeable boundaries toward higher flexibility. Particularly, the boundary of each microgrid can be adjustable to better accommodate source and demandside grid assets in real time; therefore, a distribution feeder can be divided into multiple networked microgrids with changeable boundaries [13]- [16], and a resilient and reconfigurable distribution architecture can be implemented, as depicted in Fig. 2.…”
Section: C O N C L U S I O N : F U T U R E T R E N D S O F M I C mentioning
confidence: 99%
“…The methods use separate coordinates frames and proportional-integral (PI) current regulators for each sequence [2]. Recently proportional-resonant (PR) controllers in the frame [3], in a stationary frame [4][5] or proportional-integral-resonant (PIR) controllers in a rotating frame [6] are applied, but still with sequences decomposition. One can find methods of reference signals calculation matching the desired control targets, without sequences decomposition [7] [8].…”
Section: Introductionmentioning
confidence: 99%