International Conference on Electrical &Amp; Computer Engineering (ICECE 2010) 2010
DOI: 10.1109/icelce.2010.5700695
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Dynamic DFIG wind farm model with an aggregation technique

Abstract: Wind farms begin to influence the power systems with the increasing amount of wind power penetration. The study of such influence justifies the need of a dynamic wind farm model comprising of a large number of generators, but detail models require high simulation computation time. An aggregation technique is required to reduce the model order while maintaining its accuracy. In this paper, a complete and an aggregated wind farm model with Doubly Fed Induction Generator (DFIG) are presented. Simulations have bee… Show more

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Cited by 21 publications
(13 citation statements)
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“…For the current operating conditions discussed earlier the (C3) modes (11,20) are dominated by (C2) modes (10,9) which have almost the same frequency but with less damping as shown in Fig. 7a.…”
Section: Case Imentioning
confidence: 68%
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“…For the current operating conditions discussed earlier the (C3) modes (11,20) are dominated by (C2) modes (10,9) which have almost the same frequency but with less damping as shown in Fig. 7a.…”
Section: Case Imentioning
confidence: 68%
“…Detailed WF models are used for the detailed, internal engineering work for the WF design and layout. Using this detailed modelling method for studying a large number of WTs will result in a higher order and complex model which will considerably increase the computational time [10,11]. In this model, every turbine is modelled with its full power and control systems.…”
Section: Detailed Modelmentioning
confidence: 99%
“…where C is the dc-link capacitance, v dc is the voltage of the dc-link capacitor and R loss is the total conducting and switching losses of the converter, P r (t) is the instantaneous input rotor power and P g (t) is the instantaneous output power of the GSC. P r and P g are given by Chowdhury et al [22]…”
Section: Research Articlementioning
confidence: 99%
“…The dc‐link voltage dynamics can be written asCvdcv˙dc=thinmathspacevdc2RlossPr(t)Pg(t)where C is the dc‐link capacitance, v dc is the voltage of the dc‐link capacitor and R loss is the total conducting and switching losses of the converter, P r ( t ) is the instantaneous input rotor power and P g ( t ) is the instantaneous output power of the GSC. P r and P g are given by Chowdhury et al [22]Pnormalr=vrdird+vrqirqPnormalg=vgdigd+vgqigqThis paper proposes a control strategy based on the above‐described DFIG model for a single machine infinite bus test system in the following section.…”
Section: Dfig Modelmentioning
confidence: 99%
“…According to the obtained results for traditional DFIG vector controllers [26][27][28], the generator still operates within a specific range during a grid fault. Nevertheless, the proper dynamic response of two state variables, such as rotor voltage and rotor current, cannot be assured.…”
Section: Introductionmentioning
confidence: 95%