An Alternative State Estimation Filtering Algorithm for Temporarily Uncertain Continuous Time System
1
조회
0
다운로드
2
인용
0
참고문헌
키워드
초록
An alternative state estimation filtering algorithm is designed for continuous time systems with noises as wellas control input. Two kinds of estimation filters, which have different measurement memory structures, areoperated selectively in order to use both filters effectively as needed. Firstly, the estimation filter with infinitememory structure is operated for a certain continuous time system. Secondly, the estimation filter with finitememory structure is operated for temporarily uncertain continuous time system. That is, depending on thepresence of uncertainty, one of infinite memory structure and finite memory structure filtered estimates isoperated selectively to obtain the valid estimate. A couple of test variables and declaration rule are developedto detect uncertainty presence or uncertainty absence, to operate the suitable one from two kinds of filteredestimates, and to obtain ultimately the valid filtered estimate. Through computer simulations for a continuoustime aircraft engine system with different measurement memory lengths and temporary model uncertainties,the proposed state estimation filtering algorithm can work well in temporarily uncertain as well as certaincontinuous time systems. Moreover, the proposed state estimation filtering algorithm shows remarkablesuperiority to the infinite memory structure filtering when temporary uncertainties occur in succession.
Abstract
An alternative state estimation filtering algorithm is designed for continuous time systems with noises as wellas control input. Two kinds of estimation filters, which have different measurement memory structures, areoperated selectively in order to use both filters effectively as needed. Firstly, the estimation filter with infinitememory structure is operated for a certain continuous time system. Secondly, the estimation filter with finitememory structure is operated for temporarily uncertain continuous time system. That is, depending on thepresence of uncertainty, one of infinite memory structure and finite memory structure filtered estimates isoperated selectively to obtain the valid estimate. A couple of test variables and declaration rule are developedto detect uncertainty presence or uncertainty absence, to operate the suitable one from two kinds of filteredestimates, and to obtain ultimately the valid filtered estimate. Through computer simulations for a continuoustime aircraft engine system with different measurement memory lengths and temporary model uncertainties,the proposed state estimation filtering algorithm can work well in temporarily uncertain as well as certaincontinuous time systems. Moreover, the proposed state estimation filtering algorithm shows remarkablesuperiority to the infinite memory structure filtering when temporary uncertainties occur in succession.
참고문헌 (20)
- Sajid Ullah Khan, "X-Ray Image Enhancement Using a Boundary Division Wiener Filter and Wavelet-Based Image Fusion Approach", JIPS(Journal of Information Processing Systems), 12(1), pp.35~45 (2016), 한국정보처리학회[DOI]
- Liping Wang, "Image Deblocking Scheme for JPEG Compressed Images Using an Adaptive-Weighted Bilateral Filter", JIPS(Journal of Information Processing Systems), 12(4), pp.631~643 (2016), 한국정보처리학회
- M. T. N. Truong, "Parallel implementation of color-based particle filter for object tracking in embedded systems", Human-centric Computing and Information Sciences, 7 (2017)
- H. H. Afshari, "Gaussian filters for parameter and state estimation : a general review of theory and recent trends", Signal Processing, 135, pp.218~238 (2017)
- M. S. Grewal, "Applications of Kalman filtering in aerospace 1960 to the present", IEEE Control Systems Magazine, 30(3), pp.69~78 (2010)
- F. Auger, "Industrial applications of the Kalman filter : a review", IEEE Transactions on Industrial Electronics, 60(12), pp.5458~5471 (2013)
- M. B. Rhudy, "A Kalman filtering tutorial for undergraduate students", International Journal of Computer Science & Engineering Survey, 8(1), pp.1~18 (2017)
- A. Barrau, "Invariant Kalman filtering", Annual Review of Control, Robotics, and Autonomous Systems, 2018, pp.237~257 (2018)
- P. S. Kim, "An alternative FIR filter for state estimation in discrete-time systems", Digital Signal Processing, 20(3), pp.935~943 (2010)
- S. Zhao, "Minimum variance unbiased FIR filter for discrete time-variant systems", Automatica, 53, pp.355~361 (2015)
- Y. S., "Unbiased finite impluse response filtering : an iterative alternative to Kalman filtering ignoring noise and initial conditions", IEEE Control Systems Magazine, 37(5), pp.70~89 (2017)
- S. S. Yuriy, "Review of unbiased FIR filters, smoothers, and predictors for polynomial signals", Frontiers in Signal Processing, 2, pp.2018~
- W. H. Kwon, "A receding horizon Kalman FIR filter for linear continuous-time systems", IEEE Transactions on Automatic Control, 44(11), pp.2115~2120 (1999)
- S. H. Han, "Receding-horizon unbiased FIR filters for continuous-time statespace models without a priori initial state information", IEEE Transactions on Automatic Control, 46(5), pp.766~770 (2001)
- P. S. Kim, "Advanced Multimedia and Ubiquitous Engineering", pp.303~309 (2016), Springer
- M. Vazquez-Olguin, "Distributed UFIR filtering over WSNs with consensus on estimates", IEEE Transactions on Industrial Informatics, 16(3), pp.1645~1654 (2020)
- Y. Xu, "Indoor INS", LiDAR-based robot localization with improved robustness using cascaded FIR filter, 2019, pp.7, 34189~34197
- P. S. Kim, "Selective finite memory structure filtering using the chi-square test statistic for temporarily uncertain systems", Applied Sciences, 9 (2019)
- Y. Zhai, "A chi-square statistics based feature selection method in text classification", Proceedings of 2018 IEEE 9th International Conference on Software Engineering and Service Science(ICSESS), pp.160~163 (2018)
- W. Xue, "Application of a bank of Kalman filters and a robust Kalman filter for aircraft engine sensor", actuator fault diagnosis, 2018, pp.4(12), 3161~3168
