2020
DOI: 10.1109/tii.2019.2954593
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Seamless Mode Transition Technique for Virtual Synchronous Generators and Method Thereof

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Cited by 28 publications
(9 citation statements)
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“…In contrast, the opposite phenomenon can be observed in the range of δ < 0, where the P -δ curve with the Q-V droop control has smaller acceleration area and larger deceleration area compared to the P -δ curve with a constant V. In this scenario, the transient stability is enhanced by the Q-V droop control. It should be mentioned that the above descriptions are merely approximated elaboration, since the P -δ curve with the Q-V droop control during dynamic process is always changing with the change of V, and the dynamic of V is determined by (15). Even so, these P -δ curves can, to some extent, reveal the physical insights of the above findings, and they are also match with rigorous phase portrait-based transient stability analysis presented in Fig.…”
Section: Impact Of Q-v Droop Control On the Transient Stabilitysupporting
confidence: 69%
See 1 more Smart Citation
“…In contrast, the opposite phenomenon can be observed in the range of δ < 0, where the P -δ curve with the Q-V droop control has smaller acceleration area and larger deceleration area compared to the P -δ curve with a constant V. In this scenario, the transient stability is enhanced by the Q-V droop control. It should be mentioned that the above descriptions are merely approximated elaboration, since the P -δ curve with the Q-V droop control during dynamic process is always changing with the change of V, and the dynamic of V is determined by (15). Even so, these P -δ curves can, to some extent, reveal the physical insights of the above findings, and they are also match with rigorous phase portrait-based transient stability analysis presented in Fig.…”
Section: Impact Of Q-v Droop Control On the Transient Stabilitysupporting
confidence: 69%
“…The main idea is to emulate a virtual impedance between the GFM inverter and grid, and the current flowing through the virtual impedance is controlled to zero to resynchronize the inverter with the grid. Another way to obtain the phase angle difference is through the cross-product of the grid voltage and inverter voltage vectors [15], [16], and a zero phase angle difference is achieved by adjusting the reference frequency generated from the active power control loop.…”
Section: Introductionmentioning
confidence: 99%
“…The mathematical formula for the controller was established and the closed-loop stability of the system was evaluated using the eigenvalue stability analysis method. The results showed that this approach eliminated the need for PLLs and islanding detection techniques, as well as multiple feedback loops and complex adjustments to proportional-integral regulators [4]. To address how Inverter-based micro-grids (IMGs) maintain stability during various operational modes to support power sharing and voltage/frequency regulation in overloaded micro-grids, Naderi M et al conducted a comprehensive review of IMG concepts, models, and stability analyses.…”
Section: Motivation and Incentivesmentioning
confidence: 99%
“…The virtual synchronous generator [5]- [6], which controls the inverter to generate an output voltage via embedding the mathematical model of synchronous generators into the controller of the inverter, has been generally studied. Due to the excellent performances, it has been applied to enhance the inertia and damping of the system [7]- [8] and provide the seamless transition between off-grid and grid-interfaced modes of the inverter [9]. The parameter design of power loops is proposed in [10] to ensure the stability and dynamic performance of the VSG.…”
Section: Introductionmentioning
confidence: 99%