2019
DOI: 10.1049/iet-gtd.2018.7066
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Identification of low‐frequency oscillation mode and improved damping design for virtual synchronous machines in microgrid

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Cited by 20 publications
(29 citation statements)
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References 31 publications
(37 reference statements)
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“…The reactive power controller is based on standard inductive line Q − V droop, which adjusts the voltage amplitude reference for controlling the reactive power exchange with the grid. A virtual resistance is added to reduce sensitivity to small grid disturbances by providing additional damping and to reduce the synchronous oscillations of droop-controlled converters (Sun et al, 2019). The swing equation controller, essentially a low-pass filter, can be replaced with proportional-integral-derivative/leadlag controllers, for enhanced electromechanical dynamics, adjustable characteristics like independent tuning of inertia, damping and steady-state droop, or highly non-linear behaviour during grid faults and connection-disconnection processes (Sun et al, 2019).…”
Section: Virtual Synchronous Generator (Vsg)mentioning
confidence: 99%
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“…The reactive power controller is based on standard inductive line Q − V droop, which adjusts the voltage amplitude reference for controlling the reactive power exchange with the grid. A virtual resistance is added to reduce sensitivity to small grid disturbances by providing additional damping and to reduce the synchronous oscillations of droop-controlled converters (Sun et al, 2019). The swing equation controller, essentially a low-pass filter, can be replaced with proportional-integral-derivative/leadlag controllers, for enhanced electromechanical dynamics, adjustable characteristics like independent tuning of inertia, damping and steady-state droop, or highly non-linear behaviour during grid faults and connection-disconnection processes (Sun et al, 2019).…”
Section: Virtual Synchronous Generator (Vsg)mentioning
confidence: 99%
“…Moreover, lower switching frequencies seem to shift the root locus closer to imaginary axis, restricting the range of stable operating points. Sun et al (2019) show the complexity associated with tuning VSG for damping the different oscillations, implicitly caused due to coupling terms in the state-space matrix. While virtual resistance helps damp the intrinsic synchronous mode of a single droop-controlled VSC, it introduces coupling between active and reactive powers, especially for multiple paralleled VSCs.…”
Section: Controller Tuningmentioning
confidence: 99%
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“…However, a detailed state space modeling of the whole converter control scheme and electric circuits is used in these papers, some with more than ten state variables, which is opposite to the goal of simplification in this paper. Indeed, there are some simpler representations [25] [26], but they do not focus on the small-signal stability analysis and parameter design of the VSM-controlled inverter itself. Last but not the least, all the previous studies are based on VSM control schemes specific to those studies, like synchronverter [10], [12], [16]- [19], schemes developed by SINTEF [20]- [24], Osaka University [11], Kawasaki Technology Co. [24] and others [25].…”
Section: Introductionmentioning
confidence: 99%