2002
DOI: 10.1109/tpwrs.2002.1007907
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Control loops selection to damp inter-area oscillations of electrical networks

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Cited by 79 publications
(43 citation statements)
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“…The principle of selecting wide-area POD feedback signals is to achieve a superior damping effect on the concerned electromechanical oscillation modes and try not to affect other oscillation modes. A plenty of research has demonstrated the theoretical validity and practical availability of geometric and residue approaches to choose the most suitable wide-area feedback signal for POD [36][37][38]. In this study, the concept of joint modal controllability/observability index is adopted as wide-area feedback signals selection method to decouple modal interactions of multiple feedback signals [32].…”
Section: Selection Of the Wide-area Feedback Signalsmentioning
confidence: 99%
“…The principle of selecting wide-area POD feedback signals is to achieve a superior damping effect on the concerned electromechanical oscillation modes and try not to affect other oscillation modes. A plenty of research has demonstrated the theoretical validity and practical availability of geometric and residue approaches to choose the most suitable wide-area feedback signal for POD [36][37][38]. In this study, the concept of joint modal controllability/observability index is adopted as wide-area feedback signals selection method to decouple modal interactions of multiple feedback signals [32].…”
Section: Selection Of the Wide-area Feedback Signalsmentioning
confidence: 99%
“…Also, to have an optimal performance, the signals with maximum observability are determined for each of the critical modes for controller input selection, based on the performed geometric analysis [26]. Then, the Schur method from the LMI toolbox in MATLAB software is used for model reduction [21].…”
Section: Wide Area Damping Controller Design Proceduresmentioning
confidence: 99%
“…The LMI toolbox from the MATLAB package is used for controller synthesis [26]. The minimum damping ratio and minimum rate of decay are set to be 0.25 and 0.4, respectively.…”
Section: Linearization Input Selection and Model Reductionmentioning
confidence: 99%
“…Due to the wide-area signal ω 13 used in this paper, 100 is the suitable scaling number according to the value used in the simulation. It should be noted that, for a relatively large scale power system, the geometric measures of observability and controllability are used to select the most effective wide-area input signals and WADC locations [20].…”
Section: Design Of Adaptive Wadcmentioning
confidence: 99%
“…Therefore, the WADC should be designed for providing damping for this critical inter-area mode. To determine WADC location and wide-area feedback signals, geometric measures of modal controllability/observability is employed to evaluate the relative strength of candidate signals and the performance of controllers at different locations with respect to a given inter-area mode in [5,20]. WADC should be located on the generator which has larger geometric Responses to three-phase-to-ground fault with 120 ms time delay controllability with respect to the mode concerned, while smaller geometric controllability with respect to other modes in order to reduce the effect on other modes.…”
Section: Design Of Adaptive Wadcmentioning
confidence: 99%