2016 |
Fitouri, M.; Bensalem, Y.; Abdelkrim, M. N. Modeling and detection of the short-circuit fault in PMSM using Finite Element Analysis Conférence vol. 49, no. 12, Elsevier B.V., 2016, ISSN: 24058963, (cited By 25). Résumé | Liens | BibTeX | Étiquettes: ANSYS Maxwell; Cosimulation; Permanent Magnet Synchronous Motor; Simplorer; Simulink, Circuit simulation; Electric inverters; Electric machine theory; Equivalent circuits; Fast Fourier transforms; Fault detection; Permanent magnets; Synchronous motors; Timing circuits, Finite element method @conference{Fitouri20161418, The paper presents a Finite Element Analysis (FEA) based efficient analysis procedure for permanent magnet synchronous motor (PMSM). The study based on finite element models (FEM) offers much more information on the phenomena characterizing the operation of electrical machines than the classical analytical models. This paper attempts to present a dynamic model involving FEA and equivalent circuit simulation together for PWM inverter fed PMSM assisted based on Maxwell 2D and Simplorer. The nonlinear magnetization characteristics have been considered and calculated by FE software Maxwell. The scheme of the inverter are built using the circuit components in Simplorer environment. Based on FEM, the influence of the inter turn fault on the PMSM behavior under various conditions and severity is studied. The comparison of the results obtained by simulation tests allowed verifying the precision of the proposed FEM model. Using the simulated model, this work presents a technical method based on Fast Fourier Transform (FFT) analysis of stator current and electromagnetic torque to detect the faults of inter turn using Simulink/Matlab. The technique used and the obtained results show clearly the possibility of extracting signatures to detect and locate faults. © 2016 |
2015 |
Zaabi, W.; Bensalem, Y.; Trabelsi, H. Co-simulation of induction motor fed by PWM inverter under a broken bar fault Conférence Institute of Electrical and Electronics Engineers Inc., 2015, ISBN: 9781479917587, (cited By 4). Résumé | Liens | BibTeX | Étiquettes: AC motors; Circuit simulation; Electric inverters; Electric machinery; Electric network analysis; Fast Fourier transforms; Fault detection; Induction motors; Reconfigurable hardware; Signal detection, Broken rotor bar; Circuit components; Electrical machine; Electromagnetic torques; Finite element investigation; Maxwell; Nonlinear magnetization; Simplorer, Finite element method @conference{Zaabi2015, The paper presents a finite element (FE) based efficient analysis procedure for induction machine (IM). The study based on finite element models (FEM) offers much more information on the phenomena characterizing the operation of electrical machines than the classical analytical models. This explains the increase of the interest for the finite element investigations in electrical machines. This paper attempts to present a dynamic model involving Finite Element Analysis and equivalent circuit simulation together for PWM inverter fed induction motor assisted based on Maxwell 2D and Simplorer. The nonlinear magnetization characteristics have been considered and calculated by FE software Maxwell. The circuits of the inverter are built by using the circuit components in Simplorer environnement. Based on finite element models, this paper studies the influence of the rotor broken bar fault on the IM behavior under various conditions and severity. The comparison of the results obtained by simulation tests allowed verifying the precision of the proposed FEM model. Using the simulated model, this paper presents a technical method based on Fast Fourier Transform (FFT) analysis of stator current and electromagnetic torque to detect the faults of broken rotor bar. The technique used and the obtained results show clearly the possibility of extracting signatures to detect and locate faults. © 2015 IEEE. |
2011 |
Yahia, M.; Abdelkrim, M. N.; Tao, J. 2011, ISSN: 21579822, (cited By 0). Résumé | Liens | BibTeX | Étiquettes: Bandpass filters; Circular waveguides; Computer aided analysis; Computer aided design; Microwave filters; Rectangular waveguides; Scattering parameters; Waveguide components, Finite element method @conference{Yahia201113, We propose a computer-aided design tool of complex passive microwave devices in rectangular waveguide technology by hybridizing the finite element method and a modified multimodal variational formulation. The finite element method characterizes waves in the arbitrarily shaped discontinuities and the total response of the circuit is obtained by applying the modified multimodal variational formulation. The size of the scattering matrix of the total circuit depends only on the number of accessible modes in the beginning and the end of the overall structure. This feature makes the computation time of our hybrid method independent from distances between discontinuities of the circuit. The proposed hybrid method is successfully applied to the full-wave analysis of filters with great practical interest (i.e., multimode filters), thus improving computation time and memory storage against several full-wave finite element method based computer aided design tools. © 2011 IEEE. |
2010 |
Yahia, M.; Tao, J. W.; Benzina, H.; Abdelkrim, M. N. 2010, ISBN: 9782874870163, (cited By 4). Résumé | Liens | BibTeX | Étiquettes: Computer aided analysis; Computer aided design; Microwaves; Two dimensional, Computer aided design tools; CPU time; Filter designs; Full wave analysis; Hybrid finite element methods; Hybrid method; Memory storage; Multi-modal; Multimode filters; Total response; Variational formulation; Wave finite element, Finite element method @conference{Yahia20101301, We propose a hybrid finite element method (FEM) and a modified multimodal variational formulation (MMVF) to the analysis of cascaded uniaxial complex 2D discontinuities in rectangular waveguides. The finite element method characterizes waves in the arbitrarily shaped discontinuities and the total response of the circuit is obtained by applying the modified multimodal variational formulation. The proposed hybrid method is successfully applied to the full-wave analysis of filters with great practical interest (i.e., multimode filters), thus improving CPU time and memory storage against several full-wave finite element method based computer aided design (CAD) tools. © 2010 EuMA. |
2009 |
Yahia, M.; Tao, J. W.; Benzina, H.; Abdelkrim, M. N. Analysis of complex rectangular waveguide discontinuities using hybrid MVM-FEM Conférence 2009, ISBN: 9781424428021, (cited By 5). Résumé | Liens | BibTeX | Étiquettes: Commercial software; Computer aided design tools; CPU time; Finite element analysis; Full wave analysis; Hybrid approach; Memory storage; Multi-modal; Multimodal variational method (MVM); Passive microwaves; Variational methods, Computer aided design; Microwave devices; Microwaves; Ordinary differential equations; Rectangular waveguides, Finite element method @conference{Yahia2009111, A novel computer-aided design (CAD) tool of complex passive microwave devices in rectangular waveguide technology is suggested. The multimodal variational method is applied to the full-wave description in the rectangular waveguides while the finite element analysis characterizes waves in the arbitrarily shaped discontinuities. The put forward hybrid approach is successfully applied to the full-wave analysis of complex irises CAD, thus improving CPU time and memory storage against several FEM-based commercial softwares. ©2009 IEEE. |
Publications
2016 |
Modeling and detection of the short-circuit fault in PMSM using Finite Element Analysis Conférence vol. 49, no. 12, Elsevier B.V., 2016, ISSN: 24058963, (cited By 25). |
2015 |
Co-simulation of induction motor fed by PWM inverter under a broken bar fault Conférence Institute of Electrical and Electronics Engineers Inc., 2015, ISBN: 9781479917587, (cited By 4). |
2011 |
2011, ISSN: 21579822, (cited By 0). |
2010 |
2010, ISBN: 9782874870163, (cited By 4). |
2009 |
Analysis of complex rectangular waveguide discontinuities using hybrid MVM-FEM Conférence 2009, ISBN: 9781424428021, (cited By 5). |