2D Hybrid Steady-State Magnetic Field Model for Linear Induction Motors
This paper presents a 2D hybrid steady-state magnetic field model, capable of accurately modeling the electromagnetic behavior in a linear induction motor, including primary slotting, finite yoke length, and longitudinal end-effects by primary motion. This model integrates a complex harmonic modelin...
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doaj-c24ed186f7dc48b2a276e015eb0031792020-11-24T22:12:41ZengMDPI AGMathematical and Computational Applications2297-87472019-07-012437410.3390/mca24030074mca240300742D Hybrid Steady-State Magnetic Field Model for Linear Induction MotorsSamuil R. Aleksandrov0Timo T. Overboom1Elena A. Lomonova2Department of Electrical Engineering, Electromechanics and Power Electronics, Eindhoven University of Technology, 5612 AZ Eindhoven, The NetherlandsDepartment of Electrical Engineering, Electromechanics and Power Electronics, Eindhoven University of Technology, 5612 AZ Eindhoven, The NetherlandsDepartment of Electrical Engineering, Electromechanics and Power Electronics, Eindhoven University of Technology, 5612 AZ Eindhoven, The NetherlandsThis paper presents a 2D hybrid steady-state magnetic field model, capable of accurately modeling the electromagnetic behavior in a linear induction motor, including primary slotting, finite yoke length, and longitudinal end-effects by primary motion. This model integrates a complex harmonic modeling technique with a discretized magnetic equivalent circuit model. The Fourier model is applied to regions with homogeneous material properties, e.g., air regions and the track of the motor, while the magnetic equivalent circuit (MEC) approach is used for the regions containing non-homogeneous material properties, e.g., the primary of the linear induction motor (LIM). By only meshing the domains containing highly-permeable materials, the computational effort is reduced in comparison with the finite element method (FEM). The model is applied to a double-layer single-sided LIM, and the resulting thrust and normal forces show an excellent agreement with respect to finite element analysis and measurement data.https://www.mdpi.com/2297-8747/24/3/74linear induction motorscomplex harmonic modelinghybrid analytical modeling2D steady-state models |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Samuil R. Aleksandrov Timo T. Overboom Elena A. Lomonova |
spellingShingle |
Samuil R. Aleksandrov Timo T. Overboom Elena A. Lomonova 2D Hybrid Steady-State Magnetic Field Model for Linear Induction Motors Mathematical and Computational Applications linear induction motors complex harmonic modeling hybrid analytical modeling 2D steady-state models |
author_facet |
Samuil R. Aleksandrov Timo T. Overboom Elena A. Lomonova |
author_sort |
Samuil R. Aleksandrov |
title |
2D Hybrid Steady-State Magnetic Field Model for Linear Induction Motors |
title_short |
2D Hybrid Steady-State Magnetic Field Model for Linear Induction Motors |
title_full |
2D Hybrid Steady-State Magnetic Field Model for Linear Induction Motors |
title_fullStr |
2D Hybrid Steady-State Magnetic Field Model for Linear Induction Motors |
title_full_unstemmed |
2D Hybrid Steady-State Magnetic Field Model for Linear Induction Motors |
title_sort |
2d hybrid steady-state magnetic field model for linear induction motors |
publisher |
MDPI AG |
series |
Mathematical and Computational Applications |
issn |
2297-8747 |
publishDate |
2019-07-01 |
description |
This paper presents a 2D hybrid steady-state magnetic field model, capable of accurately modeling the electromagnetic behavior in a linear induction motor, including primary slotting, finite yoke length, and longitudinal end-effects by primary motion. This model integrates a complex harmonic modeling technique with a discretized magnetic equivalent circuit model. The Fourier model is applied to regions with homogeneous material properties, e.g., air regions and the track of the motor, while the magnetic equivalent circuit (MEC) approach is used for the regions containing non-homogeneous material properties, e.g., the primary of the linear induction motor (LIM). By only meshing the domains containing highly-permeable materials, the computational effort is reduced in comparison with the finite element method (FEM). The model is applied to a double-layer single-sided LIM, and the resulting thrust and normal forces show an excellent agreement with respect to finite element analysis and measurement data. |
topic |
linear induction motors complex harmonic modeling hybrid analytical modeling 2D steady-state models |
url |
https://www.mdpi.com/2297-8747/24/3/74 |
work_keys_str_mv |
AT samuilraleksandrov 2dhybridsteadystatemagneticfieldmodelforlinearinductionmotors AT timotoverboom 2dhybridsteadystatemagneticfieldmodelforlinearinductionmotors AT elenaalomonova 2dhybridsteadystatemagneticfieldmodelforlinearinductionmotors |
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1725802764851740672 |