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).

 
 
Session Overview
Session
OC2: AI and machine learning technologies
Time:
Thursday, 25/May/2023:
3:40pm - 5:20pm

Session Chair: Prof. Oszkar Biro, Budapest University of Technology and Economics, Hungary
Session Chair: Prof. Zhuoxiang Ren, Sorbonne University, France

Presentations
3:40pm - 4:00pm
ID: 359 / OC2: 1
Topics: Static and Quasi-Static Fields, AI and Machine Learning Technologies
Keywords: Deep learning, surrogate model, finite element analysis, magneto-thermal analysis, TEAM Problem

Predicting Transient Thermal Maps via a DNN Method for Solving TEAM Workshop Problem 36

Paolo Di Barba1, Maria Evelina Mognaschi1, Anna Maria Cavazzini2, Matteo Ciofani2, Fabrizio Dughiero2, Michele Forzan2, Matteo Lazzarin2, David Alister Lowther3, Jan K. Sykulski4

1University of Pavia, Italy; 2University of Padova, Italy; 3McGill University, Montreal, Canada; 4University of Southampton, Southampton, UK

A method for the magneto-thermal analysis of an induction heating device based on a deep neural network is proposed. The twofold non-linearity of magnetic permeability against temperature and magnetic field – which characterizes the workpiece – is captured by the model, while the use of a Convolutional Neural Network (CNN), trained by a sequence of finite-element analyses, makes it possible to recover the temperature distribution in the workpiece region at a given time. TEAM problem 36 is considered as the case study. The originality of the paper lies in the synthesis of the transient temperature map, by virtue of a coupled magneto-thermal analysis based on a deep learning approach, which is innovative and allows a dramatic reduction in the computational burden.

OC2-1-359.pdf


4:00pm - 4:20pm
ID: 449 / OC2: 2
Topics: Optimization and Design, AI and Machine Learning Technologies
Keywords: Interior Permanent Magnet Synchronous Motor, Shapley Additive Explanations, Topology optimization

Topology Optimization of Permanent Magnet Synchronous Motor with Shapley Additive Explanations

Hidenori Sasaki, Koichi Yamamura

Hosei University, Japan

The new topology optimization method using an explainable deep neural network is proposed. The proposed method uses the Shapley additive explanations (SHAP), which explains the reason for estimating the convolutional neural network. The explanatory results from SHAP are reflected in the crossover method in evolutionary computation to improve the search performance of topology optimization. The proposed method is applied to an interior permanent magnet synchronous motor, and the effectiveness of the method is discussed.

OC2-2-449.pdf


4:20pm - 4:40pm
ID: 379 / OC2: 3
Topics: AI and Machine Learning Technologies
Keywords: Convolutional neural network, design optimization, iron loss, permanent magnet motor, transformer.

Investigation of Iron Loss Prediction Model for Automatic Design System of IPMSMs

Yuki Shimizu

Ritsumeikan University, Japan

This study compares and examines various deep learning models that accurately predict iron loss characteristics from rotor shapes of

interior permanent magnet synchronous motors under various speed and current conditions. The best iron loss prediction model enabled

an efficiency optimization design to be performed in a short time of 396 ± 14.4 seconds.

OC2-3-379.pdf


4:40pm - 5:00pm
ID: 424 / OC2: 4
Topics: Material Modelling
Keywords: Magnetic Hysteresis, Magnetic Materials, Neural Networks, Deep Learning

The Application of Neural Networks to the Computation of Magnetic Hysteresis

Niilo Vuokila, Christos Cunning, Jayson Zhang, Nader Akel, Arbaaz Khan, David Lowther

McGill University, Canada

The effective modeling of magnetic hysteresis is crucial in developing accurate digital twins for low frequency electromagnetic systems. However, large three-dimensional analysis systems can require the evaluation of the hysteretic performance at hundreds of thousands of points in the components containing magnetic steels. It is essential that any modeling system can evaluate the hysteretic performance in the shortest possible timeframe. The use of Neural Networks raises the possibility of achieving this goal. This paper reviews the various NN architectures which might be considered to address this requirement.

OC2-4-424.pdf


5:00pm - 5:20pm
ID: 300 / OC2: 5
Topics: Optimization and Design, Novel Computational Methods for Machines and Devices, AI and Machine Learning Technologies
Keywords: Deep Learning, Surrogate Model, Finite Element Analysis, Electrical Motors

Comparison of Learning-based Surrogate Models for Electric Motors

Yihao Xu1,2, Bingnan Wang1, Yusuke Sakamoto1,3, Tatsuya Yamamoto3, Yuki Nishimura3

1Mitsubishi Electric Research Laboratories, United States of America; 2Mechanical and Industrial Engineering, Northeastern University, Boston, MA 02120 USA; 3Advanced Technology R&D Center, Mitsubishi Electric Corporation, Amagasaki, Hyogo 661-8661 Japan

Multi-objective optimization, in which several design objectives are jointly optimized, is frequently employed in electric motor design, where iterative numerical simulations are required to evaluate a large number of design candidates. A trial-and-error design methodology like this is very time-consuming. In this paper, we propose learning-based surrogate models that use deep neural networks (NNs) to accomplish the rapid evaluation of motor designs. A well-trained NN is capable of accurately predicting the responses of given motors almost instantaneously. A motor design candidate can be described with either a list of geometrical parameters of the motor design, or a colored image of the cross-section of the magnetic design. Different deep learning models can be constructed with either parameter-based input or image-based inputs. We compare and show that deep convolutional neural networks (CNNs) with image-based inputs, while taking longer time to train, can achieve higher prediction accuracy for more complicated responses, as compared with models with parameter-based inputs.

OC2-5-300.pdf