2012
DOI: 10.1109/tec.2012.2211019
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Impedance-Model-Based SSR Analysis for Type 3 Wind Generator and Series-Compensated Network

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Cited by 289 publications
(198 citation statements)
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“…By using the HSS modelling procedure to the MMC that is formulated as (3), the HSS model of MMC can be obtained as (4), where the elements Xh, Uh, Ah, and Bh are shown in (14)~ (17). O is zero matrix.…”
Section: Hss Modelling Of MMCmentioning
confidence: 99%
“…By using the HSS modelling procedure to the MMC that is formulated as (3), the HSS model of MMC can be obtained as (4), where the elements Xh, Uh, Ah, and Bh are shown in (14)~ (17). O is zero matrix.…”
Section: Hss Modelling Of MMCmentioning
confidence: 99%
“…The document [7,8] designed SSR damping controller for the doubly fed induction wind turbine and verified the validity through a numerical example simulation. These data models are most used in single -infinity system equivalent model and the series compensation degree is generally higher than real wind power system, SSR causes cannot be explained using the time domain model from the aspects of mechanism.…”
Section: The Sub-synchronous Resonance In Windmentioning
confidence: 90%
“…The DFIG containing a commonly used L filter is applied in this paper. The grid side part of DFIG consists of the GSC and L filter, thus the impedance modeling of this part can be presented as Figure 3a, which has been reported in [12]. The GSC is modeled as a voltage source V GSC = i * L f G c G d connecting an impedance Z GSC = G c G d in series, where G c is the PI controller with proportional gain K pgsc and integral part K igsc /s.…”
Section: Equivalent Circuit Of the Systemmentioning
confidence: 99%
“…The parameters can be found in [13,14]. According to [12][13][14], the DFIG machine and rotor side converter (RSC) can also be obtained similarly, which is shown as Figure 3b. The rotor variables are transformed into the stationary frame by means of the slip angular speed expressed as slip = (s − jω r )/s, where ω r is angular speed of DFIG rotor.…”
Section: Equivalent Circuit Of the Systemmentioning
confidence: 99%
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