2012
DOI: 10.1109/tie.2011.2180273
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Advantages of Square-Root Extended Kalman Filter for Sensorless Control of AC Drives

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Cited by 102 publications
(51 citation statements)
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“…However, some consider that the requirement to superimpose additional AC components to the input signals of the estimator can be overcome by the use of a non-deterministic approach based on Kalman filtering. Model uncertainties and nonlinearities inherent in AC motors as well as signal noises are well suited to the stochastic nature of the EKF, which is basically a recursive observer providing an online state and parameter estimation of a nonlinear dynamical system from noisy measurement signals in a wide speed range [35], [41], [53], [56], [69]. The EKF is also known for its high convergence rate, which significantly improves performance during transients.…”
Section: E New Trendsmentioning
confidence: 99%
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“…However, some consider that the requirement to superimpose additional AC components to the input signals of the estimator can be overcome by the use of a non-deterministic approach based on Kalman filtering. Model uncertainties and nonlinearities inherent in AC motors as well as signal noises are well suited to the stochastic nature of the EKF, which is basically a recursive observer providing an online state and parameter estimation of a nonlinear dynamical system from noisy measurement signals in a wide speed range [35], [41], [53], [56], [69]. The EKF is also known for its high convergence rate, which significantly improves performance during transients.…”
Section: E New Trendsmentioning
confidence: 99%
“…The computational time consumption, estimation accuracy and instability of the KF are also still open issues. New high level theoretical and applied researches are regularly published, such as [69], [71], [72], and see [11] for survey. Fig.…”
Section: E New Trendsmentioning
confidence: 99%
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“…Similarly, its numerical efficiency can be improved by exploiting dedicated factorization techniques which allow notably. (i) sequential measurement processing (Smidl and Peroutka, 2012;Ghanbarpour Asl and Pourtakdoust, 2007), (ii) and scalar calculations (Lu et al, 2007) to be performed in specific cases.…”
Section: Conclusion and Prospectsmentioning
confidence: 99%
“…최근에는 제곱근 형태와 결합한 칼만 필터 관측기 이론이 전기기 기 제어 분야에 응용되고 있다 [8,9]. Bierman-Thorton, CarlsonSchmidt-Givens 및 Carlson-Schmidt-Householder 등 다양한 제곱 근 확장 칼만 필터를 제안하였으며 [7], Modifed UD factorization을 이용한 무향 칼만 필터는 유도전동기 직접 토크 제어를 위해 제안되 었다 [10].…”
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