Air-gap flux density distributions: (a) by phase-A current; (b) by d-axis current; (c) by q-axis current.

Air-gap flux density distributions: (a) by phase-A current; (b) by d-axis current; (c) by q-axis current.

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In this paper, the 12-slot/4-pole (12/4) synchronous reluctance motor (SynRM) with concentrated windings is proposed for low-cost hybrid vehicles. The non-linear magnetic equivalent circuit (MEC) model of the 12/4 SynRM is built to obtain the main electromagnetic characteristics such as coil flux, inductances, torque, etc. The magnetic saturation i...

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... The analysis of the torque characteristics of an example SynRM demonstrates the model ability to predict the motor performance under different operating conditions. Reference [7], an optimization method was developed for the SynRM to improve the torque ripple and THD in phase voltage. Reference [8], the paper provided insights into the design of the SynRMs with single tooth windings. ...
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... The magnetic circuit analysis of the claw pole generator mainly applies the equivalent magnetic circuit method and makes the following assumptions [17]: ...
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... Thus, although studies have successfully demonstrated that analytical models exhibit low computational cost, it has major limitations in terms of accuracy when the studied geometries become complex. Recent studies [41,44] with a focus on synchronous machine topologies, using the MEC principles yet again to model and further optimise the machine performances. However, the fact remains that all these models require redesigning from scratch if any of the dimensions or stator/pole configurations changes are to be incorporated. ...
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This paper proposes a modelling technique for Synchronous Reluctance Motors (SynRMs) based on a generalized Magnetic Equivalent Circuit (MEC). The proposed model can be used in the design of any number of stator teeth, rotor poles, and rotor barrier combinations. This technique allows elimination of infeasible machine solutions during the initial machine sizing stage, resulting in a lower cohort of feasible machine solutions that can be further optimized using finite element methods. Therefore, saturation effects, however, are not considered in the modelling. This paper focuses on modelling a generic structure of the SynRM in modular form and is then extended to a full SynRM model. The proposed model can be iteratively used for any symmetrical rotor pole and stator teeth combination. The developed technique is applied to model a 4-pole, 36 slot SynRM as an example, and the implemented model is executed following a time stepping strategy. The motor characteristics such as flux distribution and torque of the developed SynRM model is compared with finite elemental analysis (FEA) simulation results.