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Title: Modeling of permanent magnet linear generator and state estimation based on sliding mode observer: A wave energy system application (English)
Author: Nasri, Amal
Author: Boulaabi, Iskander
Author: Hajji, Mansour
Author: Sellami, Anis
Author: Ben Hmida, Fayçal
Language: English
Journal: Kybernetika
ISSN: 0023-5954 (print)
ISSN: 1805-949X (online)
Volume: 59
Issue: 5
Year: 2023
Pages: 655-669
Summary lang: English
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Category: math
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Summary: This paper synopsis a new solution for Permanent Magnets Linear Generator (PMLG) state estimation subject to bounded uncertainty. Therefore, a PMLG modeling method is presented based on an equivalent circuit, wherein a mathematical model of the generator adapted to wave energy conversion is established. Then, using the Linear Matrix Inequality (LMI) optimization and a Lyapunov function, this system's Sliding Mode Observer (SMO) design method is developed. Consequently, the proposed observer can give a robust state estimation. At last, numerical examples with and without uncertainty are included to exemplify the effectiveness and applicability of the suggested approaches. (English)
Keyword: wave energy
Keyword: modeling
Keyword: permanent magnet linear generator (PMLG)
Keyword: state estimation
Keyword: sliding mode observer (SMO)
Keyword: linear matrix inequality (LMI)
MSC: 49M30
MSC: 93B07
idZBL: Zbl 07790655
idMR: MR4681016
DOI: 10.14736/kyb-2023-5-0655
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Date available: 2023-12-12T15:51:12Z
Last updated: 2024-02-13
Stable URL: http://hdl.handle.net/10338.dmlcz/151980
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Reference: [1] Ackermann, T.: Wind Power in Power Systems..John Wiley and Sons, 2012.
Reference: [2] Brooke, J.: Wave Energy Conversion..Elsevier, 2003.
Reference: [3] Calabrese, D., Tricarico, G., Brescia, E., Cascella, G. L., Monopoli, V. G., Cupertino, F.: Variable structure control of a small ducted wind turbine in the whole wind speed range using a Luenberger observer..MDPI, Energies 13 (2020), 4647.
Reference: [4] Chen, W., Saif, M.: Unknown input observer design for a class of nonlinear systems: an LMI approach..Amer. Control Confer. (2006), 5.
Reference: [5] Clément, A., McCullen, P., Falcão, A., Fiorentino, A., Gardner, F., Hammarlund, K., Lemonis, G., Lewis, T., Nielsen, K., Petroncini, S., others: Wave energy in Europe: current status and perspectives..Renewable Sustainable Energy Rev. 6 (2002), 405-431.
Reference: [6] Falcao, A. F. de: Wave energy utilization: A review of the technologies..Elsevier 14 (2010), 899-918.
Reference: [7] Farrok, O., Islam, Md R., Sheikh, Md R. I., Guo, Y., Zhu, J., Jianguo, Lei, G.: Oceanic wave energy conversion by a novel permanent magnet linear generator capable of preventing demagnetization..IEEE Trans. Industry Appl. 54 (2018), 6005-6014.
Reference: [8] Foteinis, S.: Wave energy converters in low energy seas: Current state and opportunities..Elsevier 162 (2022), 112448.
Reference: [9] Gahinet, P., Nemirovski, A., Laub, A. J., Chilali, M.: LMI Control Toolbox, the MathWorks Inc, Natick..MA 1995.
Reference: [10] Gao, Z., Liu, X.: An overview on fault diagnosis, prognosis and resilient control for wind turbine systems..MDPI J., Processes 9 (2021), 300.
Reference: [11] Jayalakshmi, N. S., Gaonkar, D. N., Kumar, K. S. K.: Dynamic modeling and performance analysis of grid connected PMSG based variable speed wind turbines with simple power conditioning system..IEEE Int. Confer. Power Electron. Drives Energy Systems (PEDES) (2012), 1-5.
Reference: [12] Luenberger, D.: An introduction to observers..IEEE Trans. Automat. Control 16 (1971), 596-602.
Reference: [13] Mouni, E., Tnani, S., Champenois, G.: Synchronous generator modelling and parameters estimation using least squares method..Simul- Modell. Practice Theory 16 (2008), 678-689.
Reference: [14] Odgaard, P. F., Stoustrup, J.: Unknown input observer based detection of sensor faults in a wind turbine..IEEE Int. Confer. Control Appl. (2010), 310-315.
Reference: [15] Polinder, H., Mueller, M. A., Scuotto, M., Prado, M. G. de Sousa: Linear generator systems for wave energy conversion..In: Proc. 7th European Wave and Tidal Energy Conference, Porto 2007, pp. 11-14.
Reference: [16] Remon, D., Cantarellas, A. M., Rodriguez, P.: Equivalent model of large-scale synchronous photovoltaic power plants..IEEE Trans. Industry Appl. 52 (2016), 5029-5040.
Reference: [17] Sename, O.: New trends in design of observers for time-delay systems..Kybernetika 37 (2001), 427-458. MR 1859095
Reference: [18] Simões, M. G., Farret, F. A.: Modeling and Analysis with Induction Generators..CRC Press 2014.
Reference: [19] Tagliafierro, B., Martínez-Estévez, I., Domínguez, J., Crespo, A. J. C., Göteman, M., Engström, J., Gómez-Gesteira, M.: A numerical study of a taut-moored point-absorber wave energy converter with a linear power take-off system under extreme wave conditions..Appl. Energy, Elsevier 311 (2022), 118629.
Reference: [20] Trapanese, M., Boscaino, V., Cipriani, G., Curto, D., Dio, V. Di, Franzitta, V.: A permanent magnet linear generator for the enhancement of the reliability of a wave energy conversion system..IEEE Trans. Industrial Electron. 66 (2018), 4934-4944.
Reference: [21] Wang, Z., Shen, Y., Zhang, X., Wang, Q.: Observer design for discrete-time descriptor systems: An LMI approach..Systems Control Lett. 61 (2012), 683-687. MR 2924211,
Reference: [22] Wang, J., Wang, F., Wang, X., Yu, L.: Disturbance observer based integral terminal sliding mode control for permanent magnet synchronous motor system..Kybernetika 55 (2019), 586-603. MR 4016000,
Reference: [23] Wang, J., Wang, F., Wang, X., Yu, L.: Disturbance observer based integral terminal sliding mode control for permanent magnet synchronous motor system..Kybernetika 55 (2019), 586-603. MR 4016000,
Reference: [24] Zhang, Y., Li, G.: Non-causal linear optimal control of wave energy converters with enhanced robustness by sliding mode control..IEEE Trans. Sustainable Energy 11 (2019), 2201-2209.
Reference: [25] Zhang, Y., Li, G., Zeng, T.: Wave excitation force estimation for wave energy converters using adaptive sliding mode observer..IEEE Amer. Control Confer. (ACC) (2019), 4803-4808.
Reference: [26] Zhang, Y., Stansby, P., Li, G.: Non-causal linear optimal control with adaptive sliding mode observer for multi-body wave energy converters..IEEE Trans. Sustainable Energy 12 (2020), 568-577.
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