2009 International Conference on Power Systems 2009
DOI: 10.1109/icpws.2009.5442752
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Robust extended complex Kalman Filter applied to distorted power system signals for frequency estimation

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Cited by 4 publications
(3 citation statements)
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“…Consequently, the value of the proposed robust exponential function decreases faster and finally a fast reduction of weighting and mitigation of error can be achieved. Thus, estimation using the proposed RECKF is better under grid perturbations as compared with the method mentioned earlier in [15, 16].…”
Section: Proposed Reference Current Generationmentioning
confidence: 86%
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“…Consequently, the value of the proposed robust exponential function decreases faster and finally a fast reduction of weighting and mitigation of error can be achieved. Thus, estimation using the proposed RECKF is better under grid perturbations as compared with the method mentioned earlier in [15, 16].…”
Section: Proposed Reference Current Generationmentioning
confidence: 86%
“…The aforesaid estimation approaches have not considered these grid perturbations and hence in view of addressing these above issues (harmonics, voltage distortion, noise), we focus on the development of a new estimation algorithm (RECKF), in which a weighted exponential function normalefalse(yhfalse(xfalse)false)2 has been incorporated considering all the above grid perturbations to estimate the reference current in SAPF. With arising abnormal condition, the value of ‘ y − h ( x )’ increases faster because of inclusion of a ‘square’ term in the proposed function, as a result the influences of abnormality can be decreased at a faster rate as compared with the exponential function mentioned earlier in [15, 16] and hence the proposed RECKF approach provides improved estimation which is independent of all grid perturbations.…”
Section: Introductionmentioning
confidence: 98%
“…Thus, frequency tracking and estimation is necessary to respond to such unwanted conditions. Different techniques and algorithms have been introduced in the literature to estimate frequency, including discrete Fourier transform and its modifications [1][2][3], phase-locked loop [4][5][6], adaptive filters [7][8][9][10] and recursive state estimation-based non-linear observers [8,11], adaptive notch filters [12][13][14], recursive total least-square [15], continuous-time adaptive filter [16], state space algorithms based on Kalman filters [17][18][19][20]. A review of the frequency estimation methods can be found in [6,21,22].…”
Section: Introductionmentioning
confidence: 99%