2014
DOI: 10.1109/tpwrs.2013.2284734
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Constrained Robust Estimation of Power System State Variables and Transformer Tap Positions Under Erroneous Zero-Injections

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Cited by 31 publications
(13 citation statements)
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“…where χ v,0.975 is the Chi-square statistics for the i th measurement, v stands for the degrees of freedom (number of non-zero items in the i th row in the Jacobian matrix of regular measurements). w i is used only in the right side of ( 14) as a condition and it is evaluated offline from the Jacobian matrix assessed at the flat start voltage profile to save computing time [34], [35].…”
Section: Modified Version Of Psmentioning
confidence: 99%
“…where χ v,0.975 is the Chi-square statistics for the i th measurement, v stands for the degrees of freedom (number of non-zero items in the i th row in the Jacobian matrix of regular measurements). w i is used only in the right side of ( 14) as a condition and it is evaluated offline from the Jacobian matrix assessed at the flat start voltage profile to save computing time [34], [35].…”
Section: Modified Version Of Psmentioning
confidence: 99%
“…The absolute value of the sensitivity function is evaluated for the 2 10 tap combinations and is organised in ascending order to identify the top-s samples set in the N≅1000 designs. The size of the top-s sample set, called the selected subset, depends on the number of alignments k; the size of the good enough subset, ; the noise characteristic of modelling error; the shape of the ordered performance curve (OPC); and the size of the representative set and alignment probability.…”
Section: Select the Best Subsetmentioning
confidence: 99%
“…There has not been much technical publication in tap observability detection. In [10], the authors proposed a robust algorithm based on Givens rotation of the gain matrix to estimate the state and tap position with erroneous zero injection. The method is reported to work well in Brazilian system models of varying complexity.…”
Section: Introductionmentioning
confidence: 99%
“…Majdoub et al studied how the efficiency of WLS methods is influenced by type and number of measurements, measurement weight and noise level [5]. Pires et al outlined a hybrid estimator, blending re-weighted WLS with Van-Loan's technique, to perform robust SE in the presence of bad measurements [6]. Tripathi et al studied the performances of WLS on standard power systems [7].…”
Section: Introductionmentioning
confidence: 99%