2017 5th International Conference on Instrumentation, Control, and Automation (ICA) 2017
DOI: 10.1109/ica.2017.8068439
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Robust H-Infinity Active Fault Tolerant Control for Incomplete Information Problem

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Cited by 6 publications
(3 citation statements)
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“…Similar to the EKF, the HF also uses explicit linearization to approximate the system functions. However, the HF does not require the system to be Gaussian, and it is designed to suppress the maximum gain of the transfer function from noise to the desired output, thus minimizes the effect of the noise on the results and achieves the purpose of anti-interference [23][24][25].When the noise has the statistical characteristics of white noise, the filtering effect of the KF is very good. But when the noise is colored noise with unknown statistical characteristics or the system has uncertainty, the filtering effect of the HF is more stable, which indicates that the HF is robust to the uncertainty of the unknown statistical characteristics of the system noise.…”
Section: The H-infinity Filtermentioning
confidence: 99%
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“…Similar to the EKF, the HF also uses explicit linearization to approximate the system functions. However, the HF does not require the system to be Gaussian, and it is designed to suppress the maximum gain of the transfer function from noise to the desired output, thus minimizes the effect of the noise on the results and achieves the purpose of anti-interference [23][24][25].When the noise has the statistical characteristics of white noise, the filtering effect of the KF is very good. But when the noise is colored noise with unknown statistical characteristics or the system has uncertainty, the filtering effect of the HF is more stable, which indicates that the HF is robust to the uncertainty of the unknown statistical characteristics of the system noise.…”
Section: The H-infinity Filtermentioning
confidence: 99%
“…( 23) and take the process noise into account, we obtain the following battery system state model, where x k is the battery SOC at time k , Δt is the sampling interval, i k is the discharging current of the battery, and w k is the system process noise, which has a covariance of Q k . As shown in (24), the exterior input for the battery system, i.e., u k , is just the discharging current i k .…”
Section: A Dynamic Models Of Li-ion Batteries For Soc Estimationmentioning
confidence: 99%
“…In the PFTCs method, no online error information is required for the controller but has an error limit to overcome. While the AFTCS method, the parameters of the controller are reconfigured according to the error information obtained online to improve the stability and overall performance of the system when an error occurs on the component [2].…”
Section: Introductionmentioning
confidence: 99%