ACLI Revue internationale avec comité de lecture |
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[1] Finite-Element Model Reduction of Surface-Mounted Permanent Magnet Machines by Exploitation of Geometrical Periodicity
IEEE Transactions on Magnetics, Vol. 54, N°. 9, 09/2018, Abstract
AL EIT Moustafa, CLENET Stéphane, HENNERON Thomas |
This paper presents a methodology that allows taking advantage of the geometrical periodicity of electrical machines together with the modeling of rotor motion. It enables by means of the discrete Fourier transform (DFT) to reduce the large-scale system obtained from the finite-element model to several smaller independent subsystems, allowing a shortening of the computational time. Due to DFT properties, the computational time can be more reduced especially when we consider the inter-dependence of the spectral components under either balanced or unbalanced supply condition. In addition, a further reduction is possible in the case of balanced regimes where the distribution of the eventual numerical solution is governed by a limited number of prevailing harmonics. |
ACT Conférence internationale avec acte |
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[1] Employment of the Fixed-Point Technique to Retain the Geometrical Periodicity Advantages in a non-Linear Modeling of Electrical Machines
CEFC 2018, Hangzhou, Chine, 10/2018
AL EIT Moustafa, CLENET Stéphane, HENNERON Thomas |
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[2] Finite Element (FE) Model-Order Reduction of an Electrical Machine through Exploitation of Geometrical Symmetry
Conférence EMF 2018, 02/2018
AL EIT Moustafa, CLENET Stéphane, HENNERON Thomas |
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[3] Exploitation of Geometrical Symmetry towards a reduction of the Linear Finite Element Modeling of Rotating Machines
Conférence NUMELEC 2017, 07/2017
AL EIT Moustafa, CLENET Stéphane, HENNERON Thomas |
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