Abstract:SUMMARYIn this research, considering slot opening and distributed winding effects, torque ripple analysis is studied for four separate synchronous reluctance machines (SynRMs) under health and eccentricity fault conditions using a mathematical method. A finite element method (FEM) validated model is produced by mathematical modeling, and numerical method is used for the machine's behavior studying with voltage source supplying. With this aim, the machine's parameters have been computed under health and eccentr… Show more
“…WFT has been introduced as the main tool for inductance calculation in many papers 3,[18][19][20][22][23][24][26][27][28] by using Equation (1) as…”
Section: Enhanced Winding Function Theory (Ewft)mentioning
confidence: 99%
“…The basic assumption of WFT is to consider the iron parts as ideal core. 3,4,18,19 In this paper, a virtual winding function (N sat,x (α)) is presented, which can consider the mmf drop in iron parts due to the excitation of phase x. The nonlinear MEC model of WRIM 29 is used to calculate the scalar magnetic potential in different parts of stator and rotor under the excitation of phase x only.…”
Section: Calculation Of Virtual Winding Functionmentioning
confidence: 99%
“…Using the analytical techniques, the users can get a good knowledge about the motor performance in a short time. Nowadays, the analytical techniques are really acted as the semi-analytical technique, such as winding function theory (WFT), 3,4 magnetic equivalent circuit (MEC), 5,6 sub-domain (SD) model, 7,8 conformal mapping (CM) method, [9][10][11] and field reconstruction method (FRM). 12,13 The MEC acts based on the reluctance network analysis of the studied machine.…”
An enhanced analytical technique based on winding function theory (WFT) is developed in this paper, which can be used for accurate electromagnetic modeling of the induction motors. The enhanced winding function theory (EWFT) acts based on the calculation of inductance matrix of stator and rotor windings while accurately consider the air-gap length function and the magnetic saturation in iron parts, simultaneously. By using the conformal mappings (CMs), a modified air-gap length function is presented for a typical wound rotor induction motor (WRIM), which considers the slot effect on flux tubes in slotted air-gap. The finite element method (FEM) is used to confirm the accuracy of air-gap length function obtained through EWFT. Compared to conventional WFT, EWFT is also redefined to consider the magnetic saturation by using the equivalent virtual winding functions. In real, the magneto motive force (MMF) drops in iron parts of stator and rotor obtained through magnetic equivalent circuit (MEC) are replaced with a virtual winding. In this paper, by using EWFT, a 3-D lookup table is prepared in advance for elements of inductance matrix and their derivative, and it is then used to model the startup and steady-state conditions of WRIM under different load torques. To confirm the accuracy of EWFT, the some corresponding results of EWFT, FEM, and experiment setup are finally compared.
“…WFT has been introduced as the main tool for inductance calculation in many papers 3,[18][19][20][22][23][24][26][27][28] by using Equation (1) as…”
Section: Enhanced Winding Function Theory (Ewft)mentioning
confidence: 99%
“…The basic assumption of WFT is to consider the iron parts as ideal core. 3,4,18,19 In this paper, a virtual winding function (N sat,x (α)) is presented, which can consider the mmf drop in iron parts due to the excitation of phase x. The nonlinear MEC model of WRIM 29 is used to calculate the scalar magnetic potential in different parts of stator and rotor under the excitation of phase x only.…”
Section: Calculation Of Virtual Winding Functionmentioning
confidence: 99%
“…Using the analytical techniques, the users can get a good knowledge about the motor performance in a short time. Nowadays, the analytical techniques are really acted as the semi-analytical technique, such as winding function theory (WFT), 3,4 magnetic equivalent circuit (MEC), 5,6 sub-domain (SD) model, 7,8 conformal mapping (CM) method, [9][10][11] and field reconstruction method (FRM). 12,13 The MEC acts based on the reluctance network analysis of the studied machine.…”
An enhanced analytical technique based on winding function theory (WFT) is developed in this paper, which can be used for accurate electromagnetic modeling of the induction motors. The enhanced winding function theory (EWFT) acts based on the calculation of inductance matrix of stator and rotor windings while accurately consider the air-gap length function and the magnetic saturation in iron parts, simultaneously. By using the conformal mappings (CMs), a modified air-gap length function is presented for a typical wound rotor induction motor (WRIM), which considers the slot effect on flux tubes in slotted air-gap. The finite element method (FEM) is used to confirm the accuracy of air-gap length function obtained through EWFT. Compared to conventional WFT, EWFT is also redefined to consider the magnetic saturation by using the equivalent virtual winding functions. In real, the magneto motive force (MMF) drops in iron parts of stator and rotor obtained through magnetic equivalent circuit (MEC) are replaced with a virtual winding. In this paper, by using EWFT, a 3-D lookup table is prepared in advance for elements of inductance matrix and their derivative, and it is then used to model the startup and steady-state conditions of WRIM under different load torques. To confirm the accuracy of EWFT, the some corresponding results of EWFT, FEM, and experiment setup are finally compared.
“…The total air-gap field, B tr (r, θ, t), is equal to the sum of the no-load field obtained by (10) and the armature reaction field by (22) as follows:…”
Section: Analytical Armature Reaction Field Modelingmentioning
confidence: 99%
“…Detection of the eccentricity fault in induction machines and synchronous generators has been the subject of many papers. New machines and drives need more precise, quick, and easy fault diagnosis methods, so mechanical faults such as eccentricity fault and magnetic faults such as demagnetization fault in permanent‐magnet (PM) machines have been widely studied in order to find more accurate and simpler diagnosis methods.…”
Summary
This paper presents a new analytical technique for modelling the impact of static eccentricity (SE), dynamic eccentricity (DE), and mixed eccentricity (ME) faults on electromotive force (EMF) or Back‐EMF, output voltages and currents of surface‐mounted permanent‐magnet (SMPM) machines. This model is based on the combination of the complex relative permeance and the eccentricity relative air‐gap permeance. It presents explicit formulas for no‐load and on‐load, field distribution, magnetic flux, EMF/Back‐EMF, and output voltages and currents of SMPM for different types of eccentricity fault. Furthermore, a new eccentricity model is presented and applied, which can cover more eccentricity fault types; some of them have not been so far considered in the literatures. Analytical results are validated by time‐stepping finite element method results. The analytical and numerical results refer to the fact that the SE does not cause any new frequency component in the EMF/Back‐EMF and currents spectra. However, the same is true in the case of DE and ME faults where some frequency components appear in the EMF/Back‐EMF and currents spectra, not only around the fundamental harmonic but also around some other harmonics.
Summary
This paper investigates modeling improvement of cage induction machines (CIMs) in fast transients. In this method, RLC ladder network model associated with each turn of the coil is employed as the interface between voltage sources and finite element region. All circuit and field equations are rewritten to obtain final matrix of the system. The developed model opens a way to improve electrical machine simulators, on the basis of finite element method (FEM), to obtain a more accurate voltage distribution waveform at each turn of the coil in fast transients and to increase frequency validity of the modeled machine by RLC method using the FEM.
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