2022
DOI: 10.1109/tcsii.2021.3135962
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Stability Analysis of Load Frequency Control for Shipboard Microgrids With Occasional Large Delays

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Cited by 10 publications
(7 citation statements)
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“…The dynamic equations of the studied islanded AMG system are modelled using nine state variables and nine state equations. The state space form obtained by Equations ( 6)-( 15) is presented [27,28,33].…”
Section: Frequency Response State-space Equationsmentioning
confidence: 99%
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“…The dynamic equations of the studied islanded AMG system are modelled using nine state variables and nine state equations. The state space form obtained by Equations ( 6)-( 15) is presented [27,28,33].…”
Section: Frequency Response State-space Equationsmentioning
confidence: 99%
“…The dynamic equations of the studied islanded AMG system are modelled using nine state variables and nine state equations. The state space form obtained by Equations ()–() is presented [27, 28, 33]. normalΔ̇f=12Hfalse(normalΔPDEG+ΔPWTG+ΔPPV+ΔPDR+ΔPEAC±ΔPBSΔPLbadbreak−DnormalΔffalse)$$\begin{eqnarray}\dot{\Delta }f &=& \frac{1}{{2H}}(\Delta {P}_{DEG} + \Delta {P}_{WTG} + \Delta {P}_{PV} + \Delta {P}_{DR} + \Delta {P}_{EAC} \nonumber\\ &&\pm\, \Delta {P}_{BS} - \,\Delta {P}_L - D\Delta f)\end{eqnarray}$$ normalΔṖDEGbadbreak=1TT(ΔPMΔPDEG)$$\begin{equation}\Delta {\dot{P}}_{DEG} = \frac{1}{{{T}_T}}(\Delta {P}_M - \Delta {P}_{DEG})\end{equation}$$ normalΔṖMbadbreak=1TG(Δucfalse(tgoodbreak−τdfalse)ΔPM1RΔf)$$\begin{equation}\Delta {\dot{P}}_M = \frac{1}{{{T}_G}}(\Delta {u}_c(t - {\tau }_d) - \Delta {P}_M - \frac{1}{R}\Delta f)\end{equation}$$ ...…”
Section: System Modellingmentioning
confidence: 99%
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“…A novel controller design for load frequency control (LFC) in SMGs is presented in [7], where the gain of a linear state feedback control has been optimally tuned to handle measurement delays. A more comprehensive stability analysis of LFC in SMGs has been investigated in the presence of larger measurement delays in [8]. Power imbalance allocation represents a crucial procedure aimed at restoring the nominal frequency of an energy system.…”
Section: Introductionmentioning
confidence: 99%
“…However, the virtual inertia control technology is realized by using digital control technology which includes the instruction generation and control realization processes. Hence the inherent delay problems around the communication and process links will make an impact on the fast frequency support effect (Liu et al, 2015;Yuan et al, 2022). According to (Vafamand et al, 2019;Lian et al, 2021), the time delays in digital signal may compromise the integrity and timeliness of the inertial support of the DGs and can be up to hundreds of milliseconds.…”
Section: Introductionmentioning
confidence: 99%