2020
DOI: 10.1109/tii.2019.2958735
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Self-Synchronizing VSM With Seamless Operation During Unintentional Islanding Events

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Cited by 16 publications
(7 citation statements)
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“…Based on ( 16), the phase portrait, which illustrates the 𝛿 ̇-δ curve, is applied for the system transient stability assessment [29]. The Matlab command "ode45" is adopted to solve (16) with the initial value (0, 0) when resynchronization is attained. It is known that the active power will be extracted from the grid after reconnection when the local load demands more active power than that generated by GFM inverter, i.e., Pref < Prefeq, and the grid-side active power flow reverses with the lower active power consumed by the local load, i.e., Pref > Prefeq.…”
Section: Impact Of Q-v Droop Control On the Transient Stabilitymentioning
confidence: 99%
See 1 more Smart Citation
“…Based on ( 16), the phase portrait, which illustrates the 𝛿 ̇-δ curve, is applied for the system transient stability assessment [29]. The Matlab command "ode45" is adopted to solve (16) with the initial value (0, 0) when resynchronization is attained. It is known that the active power will be extracted from the grid after reconnection when the local load demands more active power than that generated by GFM inverter, i.e., Pref < Prefeq, and the grid-side active power flow reverses with the lower active power consumed by the local load, i.e., Pref > Prefeq.…”
Section: Impact Of Q-v Droop Control On the Transient Stabilitymentioning
confidence: 99%
“…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%
“…VSMs have been proven as an effective method for both grid supporting and grid forming operations, facing many stability issues and providing virtual inertia to the power system [10]- [12]. Nowadays, this transition between grid forming and grid supporting control strategies is being addressed very often in the literature [13]- [15].…”
Section: Introductionmentioning
confidence: 99%
“…Different minimization criteria for OSV controller are described in [19] and this paper uses quadratic cost function minimization to compute the future control samples. The OSV controller for voltagecontrolled inverters, has been used in the past research work [20][21][22], where the output voltages of an inverter, are strictly governed by the minimization criterion, however, this property is not fully explored for reference harmonic voltage injection. This work explores this property to formulate a generalized algorithm, which voluntarily injects harmonic grid voltages, to improve power quality in the grid connected and off-grid distributed generation systems.…”
Section: Introductionmentioning
confidence: 99%