TY  - GEN
AU  - Dubas,Frédéric
AU  - Boughrara,Kamel
AU  - Dubas,Frédéric
AU  - Boughrara,Kamel
TI  - Mathematical Models for the Design of Electrical Machines
SN  - books978-3-0365-0399-8
PY  - 2021///
CY  - Basel, Switzerland
PB  - MDPI - Multidisciplinary Digital Publishing Institute
KW  - History of engineering & technology
KW  - bicssc
KW  - surface-mounted PM machines
KW  - torque pulsation
KW  - magnet shape optimization
KW  - analytical expression
KW  - 2D
KW  - electromagnetic performances
KW  - finite iron relative permeability
KW  - numerical
KW  - sinusoidal current excitation
KW  - subdomain technique
KW  - switched reluctance machine
KW  - scattering matrix
KW  - Fourier analysis
KW  - permanent magnet machines
KW  - analytical modeling
KW  - analytical model
KW  - high-speed
KW  - sleeve
KW  - non-homogeneous permeability
KW  - permanent-magnet
KW  - partial differential equations
KW  - separation of variable technique
KW  - electrical machines
KW  - surface inset permanent magnet
KW  - electric machines
KW  - permanent magnet motor
KW  - rotating machines
KW  - hybrid excitation
KW  - magnetic equivalent circuits
KW  - 3D finite element method
KW  - eddy-current losses
KW  - experiment
KW  - hybrid model
KW  - magnetic equivalent circuit
KW  - Maxwell-Fourier method
KW  - analytical method
KW  - eddy-current
KW  - finite-element analysis
KW  - loss reduction
KW  - permanent-magnet losses
KW  - thermal analysis
KW  - linear induction motors
KW  - complex harmonic modeling
KW  - hybrid analytical modeling
KW  - 2D steady-state models
KW  - multiphase induction machine
KW  - reduced order
KW  - rotor cage
KW  - torque pulsations
KW  - multi-phase
KW  - segmentation
KW  - synchronous machines
KW  - thermal equivalence circuit
KW  - Voronoï tessellation
KW  - winding heads
KW  - nodal method
KW  - thermal resistances
KW  - n/a
N1  - Open Access
N2  - This book is a comprehensive set of articles reflecting the latest advances and developments in mathematical modeling and the design of electrical machines for different applications. The main models discussed are based on the: i) Maxwell-Fourier method (i.e., the formal resolution of Maxwell's equations by using the separation of variables method and the Fourier's series in 2-D or 3-D with a quasi-Cartesian or polar coordinate system); ii) electrical, thermal and magnetic equivalent circuit; iii) hybrid model. In these different papers, the numerical method and the experimental tests have been used as comparisons or validations
UR  - https://mdpi.com/books/pdfview/book/3493
UR  - https://directory.doabooks.org/handle/20.500.12854/68474
ER  -