Conference Agenda

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Authors
 
Session Overview
Session
OB2: Novel computational methods for electric machines and devices
Time:
Wednesday, 24/May/2023:
3:40pm - 5:20pm

Session Chair: Prof. Joao Bastos, Univ Federal Santa Catarina, Brazil
Session Chair: Prof. Ruth V. Sabariego, KU Leuven, Belgium

Presentations
3:40pm - 4:00pm
ID: 305 / OB2: 1
Topics: Mathematical Modelling and Formulations, Numerical Techniques, Novel Computational Methods for Machines and Devices
Keywords: Broken rotor bar faults, Induction machines, Magnetic equivalent circuit (MEC), Non-linear, Reluctance network (RN)

Magnetic Equivalent Circuit and Lagrange Interpolation Function Modeling of Induction Machines Under Broken Bar Faults

Ahmed Hemeida1, Md Masum Billah2, Baocheng Guo3, Floran Martin4, Paavo Rasilo5, Anouar Belahcen6

1Aalto University, Finland, Cairo University, Egypt; 2Aalto University, Finland; 3Nanjing Normal University China; 4Aalto University, Finland; 5Tampere University, Finland; 6Aalto University, Finland


4:00pm - 4:20pm
ID: 173 / OB2: 2
Topics: Numerical Techniques, Novel Computational Methods for Machines and Devices
Keywords: Finite element method (FEM), model order reduction (MOR), nonlinear eddy-current problem, parametric Cauer circuit

Second Order Approximation of Nonlinear Eddy-Current Problems by a Cauer Ladder Network

Hamed Eskandari1, Hiroyuki Kaimori1, Tetsuji Matsuo2

1Science Solutions International Laboratory, Japan; 2Graduate School of Engineering, Kyoto University, Japan


4:20pm - 4:40pm
ID: 488 / OB2: 3
Topics: Mathematical Modelling and Formulations
Keywords: Eddy currents, Finite Element Method (FEM), hysteresis, magnetic losses

A Novel 3D Magnetodynamic Model of Laminated Electrical Machines for accurate magnetic loss calculation

Reza Zeinali, Dave Krop, Elena Lomonova

Eindhoven University of Technology, Eindhoven, The Netherlands


4:40pm - 5:00pm
ID: 180 / OB2: 4
Topics: Numerical Techniques, Novel Computational Methods for Machines and Devices
Keywords: Approximation methods, computational electromagnetics, finite element analysis, fixed-point arithmetic, nonlinear magnetics.

3-D Fixed-Point Harmonic-Balanced Method with Edge-Based Elements for Nonlinear Problems

Shengze Gao1, Xiaojun Zhao1, Zhiguang Cheng2, Kazuhiro Muramatsu3, Yanhui Gao4, Junwei Lu5

1North China Electric Power University, China, People's Republic of; 2Institute of Power Transmission and Transformation Technology, China, People's Republic of; 3Saga University, Japan; 4Oita University, Japan; 5Griffith University, Australia


5:00pm - 5:20pm
ID: 581 / OB2: 5
Topics: Mathematical Modelling and Formulations
Keywords: model order reduction

(This contribution was withdrawn)

Conference Organizer

Compumag2023 secretariat