Conference Agenda

Overview and details of the sessions of this conference. Please select a date or location to show only sessions at that day or location. Please select a single session for detailed view (with abstracts and downloads if available).

Please note that all times are shown in the time zone of the conference. The current conference time is: 1st June 2024, 10:31:58am CEST

 
 
Session Overview
Session
Special Session 2-1: Topology Optimization
Time:
Tuesday, 19/Sept/2023:
9:10am - 10:30am

Session Chair: Peter Gangl
Session Chair: Manfred Kaltenbacher
Location: Lecture Hall


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Presentations
9:10am - 9:30am
ID: 141 / Special Session 2-1: 1
Abstract submission for on-site presentation
Topics: Topology optimization
Keywords: FEM, IPM motor, Mechanical strength, NSGA2, Topology and parameter optimization

Topology and Parameter Optimization of IPM Motor Considering Mechanical Strength by Stress and Connection Constraints

Kou Takenouchi, Shingo Hiruma, Tetsuji Matsuo, Takeshi Mifune

Kyoto University, Japan

Topology and parameter optimization of IPM motors can be used to design motor shapes. In this paper, an IPM motor with high torque and high mechanical strength is designed by incorporating stress and connection constraints in addition to electromagnetic field analysis. The multi-objective topology optimization was performed, and feasible Pareto solutions were obtained.



9:30am - 9:50am
ID: 137 / Special Session 2-1: 2
Abstract submission for on-site presentation
Topics: Topology optimization, Application
Keywords: Synchro-reluctant machine, magneto-elastic coupling, topology optimization

Topology optimization considering magneto-elastic behavior

Maya Hage Hassan, Guillaume Krebs, Xavier Mininger, Laurent Daniel

CentraleSupélec, Group of Electrical and ELectronic engineering, Paris, France

The present paper proposes a methodology based on topology optimization to design a synchro-reluctant motor considering magneto-elastic coupling. Stress on the rotor related to inertia forces and press-fitting effect on the stator are considered. The magneto-mechanical coupling is taken into account using a simplified magneto-elastic analytical model for the material behavior law. The objective is to maximize the machine's torque while considering an equality constraint on the volume. The topology optimization approach is based on a discrete BESO algorithm.



9:50am - 10:10am
ID: 108 / Special Session 2-1: 3
Abstract submission for on-site presentation
Topics: Topology optimization
Keywords: Boundary Conditions, Electrical Machine, Filtering, Multimaterial Topology Optimization

Multimaterial Filtering applied to Topology Optimization of a Permanent Magnet Synchronous Machine

Théodore Cherrière1, Sami Hlioui2, François Louf3, Luc Laurent4,5

1Université Paris-Saclay, ENS Paris-Saclay, CNRS, SATIE; 2Université Paris-Saclay, CY Cergy Paris Université, CNRS, SATIE; 3Université Paris-Saclay, CentraleSupélec, ENS Paris-Saclay, CNRS, LMPS; 4Conservatoire national des arts et métiers, LMSSC; 5HESAM Université

This paper proposes a generalized multi-material filtering formalism in density-based topology optimization. This work’s novelty is the consideration of the periodic and anti-periodic boundary conditions commonly used to simulate electrical machines, which change the nature of the materials located outside the simulation zone. It affects the filtering, which relies on a convolutive averaging of the materials’ properties near the boundaries. The implementation is detailed and applied to the topology optimization of a permanent magnet machine rotor.



10:10am - 10:30am
ID: 127 / Special Session 2-1: 4
Abstract submission for on-site presentation
Topics: Topology optimization, Application
Keywords: Optimal Control, Electrical Machines, Robust Optimization, IGA

Robust Design Optimization of Electrical Machines with IGA

Theodor Komann, Stefan Ulbrich

TU Darmstadt, Germany

We investigate a PDE constrained design optimization problem with an uncertain
parameter. By utilizing a robust worst case formulation we obtain an optimization problem of
bi-level structure. To obtain tractability we approximate the worst case function with a linear
Taylor expansion. Numerical results are presented for validation.



 
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