-
2007
-
1947
-
1708
-
1507
-
1486
Performance Optimization Algorithm for Motor Design with Adaptive Weights Based on GNN Representation
DOI:
https://doi.org/10.30564/ese.v6i1.7532Abstract
Motor design involves multiple complex parameters, and traditional methods rely on experience and experimentation, which are inefficient and difficult to optimize. With the rapid development of emerging industries such as electric vehicles and intelligent manufacturing, the performance requirements for motors are constantly increasing. Optimizing design under multi-objective and multi-constraint conditions has become a key challenge. To address this, this paper proposes a motor design performance optimization algorithm based on Graph Neural Networks (GNN) representation and adaptive weighting. GNN, as a deep learning model capable of handling complex structured data, can model the multi-parameter relationships in motor design and automatically extract key features through its feature propagation mechanism, thus overcoming the difficulty of capturing parameter dependencies with traditional methods. At the same time, Mixed-Integer Linear Programming (MILP) provides a powerful global optimization tool that can find the global optimal solution when dealing with complex decision variables and constraints, overcoming the shortcomings of traditional optimization algorithms in terms of global convergence. Moreover, the adaptive weighting mechanism allows the optimization algorithm to dynamically adjust the weights according to the influence of parameters on motor performance, ensuring the accuracy and adaptability of optimization results in different scenarios. Through the organic combination of these three methods, this paper aims to solve the problems of low efficiency, poor global convergence, and inability to dynamically adjust the importance of design parameters in traditional motor design optimization. By introducing advanced machine learning models and optimization algorithms, this work constructs an efficient motor design performance optimization framework.
Keywords:
Motor Design; GNN; Adaptive Weighting; MILP; Performance Optimization; Parameter DependencyReferences
[1] Orosz, T., Pant, P., Pope, F.D., et al., 2020. Robust design optimization and emerging technologies for electrical machines: Challenges and open problems. Atmospheric Research. 10(19), 6653.
[2] Li, Y., Lei, G., Bramerdorfer, G., et al., 2021. Machine learning for design optimization of electromagnetic devices: Recent developments and future directions. Atmospheric Research. 11(4), 1627.
[3] Zhu, Y., Zhao, Y., Song, C., et al., 2024. Evolving reliability assessment of systems using active learning-based surrogate modelling. Physica D: Nonlinear Phenomena. 457, 133957.
[4] Chen, X., Wang, M., Zhang, H., 2024. Machine Learning–based Fault Prediction and Diagnosis of Brushless Motors. Engineering Advances. 4(3), 130–142.
[5] Xiong, S., Zhang, H., Wang, M., et al., 2022. Distributed Data Parallel Acceleration-Based Generative Adversarial Network for Fingerprint Generation. Innovations in Applied Engineering and Technology. 1–12.
[6] Zhao, Y., Dai, W., Wang, Z., et al., 2024. Application of computer simulation to model transient vibration responses of GPLs reinforced doubly curved concrete panel under instantaneous heating. Materials Today Communications. 38, 107949.
[7] Candelo Zuluaga, C.A., 2022. Design optimization and performance analysis methodology for PMSMs to improve efficiency in hydraulic applications.
[8] Zhao, Y., Lu, C., Li, D., et al., 2021. Overview of the optimal design of the electrically excited doubly salient variable reluctance machine. 15(1), 228.
[9] Gronwald, P.-O., Kern, T.A., 2021. Traction motor cooling systems: A literature review and comparative study. 7(4), 2892–2913.
[10] Li, Y., Xue, C., Zargari, F., et al., 2023. From Graph Theory to Graph Neural Networks (GNNs): The Opportunities of GNNs in Power Electronics [Ph.D. Thesis]. Universitat Politècnica de Catalunya.
[11] Xiong, S., Chen, X., Zhang, H., 2023. Deep Learning-Based Multifunctional End-to-End Model for Optical Character Classification and Denoising. Journal of Computational Methods in Engineering Applications. 1–13.
[12] Zhang, G., Zhou, T., 2024. Finite Element Model Calibration with Surrogate Model-Based Bayesian Updating: A Case Study of Motor FEM Model. Innovations in Applied Engineering and Technology. 3(1), 1–13. DOI: https://doi.org/10.62836/iaet.v3i1.232
[13] Jia, Y., Lei, J., 2024. Experimental Study on the Performance of Frictional Drag Reducer with Low Gravity Solids. Innovations in Applied Engineering and Technology. 1–22.
[14] Wang, X., Zhao, Y., Wang, Z., et al., 2024. An ultrafast and robust structural damage identification framework enabled by an optimized extreme learning machine. Mechanical Systems and Signal Processing. 216, 111509.
[15] Alrahis, L., Knechtel, J., Sinanoglu, O., 2023. Graph neural networks: A powerful and versatile tool for advancing design, reliability, and security of ICs. Proceedings of the 28th Asia and South Pacific Design Automation Conference; Tokyo, Japan, 16–19 January 2023. pp. 83–90.
[16] Wirtz, M., Hahn, M., Schreiber, T., et al., 2021. Design optimization of multi-energy systems using mixed-integer linear programming: Which model complexity and level of detail is sufficient? 240, 114249.
[17] Gan, Y., Zhu, D., 2024. The Research on Intelligent News Advertisement Recommendation Algorithm Based on Prompt Learning in End-to-End Large Language Model Architecture. Innovations in Applied Engineering and Technology. 1–19.
[18] Wang, Z., Zhao, Y., Song, C., et al., 2024. A new interpretation on structural reliability updating with adaptive batch sampling-based subset simulation. Structural and Multidisciplinary Optimization. 67(1), 7.
[19] Zhao, Z., Ren, P., Yang, Q., 2024. Student self-management, academic achievement: Exploring the mediating role of self-efficacy and the moderating influence of gender insights from a survey conducted in 3 universities in America. arXiv preprint. arXiv:2404.11029.
[20] Hao, Y., Chen, Z., Sun, X., et al., 2024. Planning of Truck Platooning for Road-Network Capacitated Vehicle Routing Problem. arXiv preprint. arXiv:2404.13512.
[21] Chen, X., Gan, Y., Xiong, S., 2024. Optimization of Mobile Robot Delivery System Based on Deep Learning. Journal of Computer Science Research. 6(4), 51–65.
[22] Singh, S.K., Pant, P., Pope, F.D., et al., 2024. Deep Learning in Computational Design Synthesis: A Comprehensive Review. 24(4).
[23] Hameyer, K., Kasper, M., 2024. Shape Optimization of a Fractional Horse-power De-motor by Stochastic Methods. 2.
[24] Huang, C., Xiong, L., Hu, L., et al., 2023. Thermal Design and Analysis of Oil-Spray-Cooled In-Wheel Motor Using a Two-Phase Computational Fluid Dynamics Method. 14(7), 184.
[25] Rao, K.S.R., Othman, A.H.B., 2007. Design optimization of a BLDC motor by Genetic Algorithm and Simulated Annealing. Proceedings of the 2007 International Conference on Intelligent and Advanced Systems; Kuala Lumpur, Malaysia; 25–28 November 2007. IEEE. PP. 854–858.
[26] Rahayu, E.S., Ma’arif, A., Cakan, A., 2022. Particle swarm optimization (PSO) tuning of PID control on DC motor. International Journal of Robotics and Control Systems. 2(2), 435–447.
[27] Sabir, Z., Raja, M.A.Z., Baleanu, D., et al., 2022. Investigations Of Non-Linear Induction Motor Model Using The Gudermannian Neural Networks.
[28] Tang, Y., Zhang, S., Lee, J., et al., 2021. Graph cardinality preserved attention network for fault diagnosis of induction motor under varying speed and load condition. 18(6), 3702–3712.
[29] Yamanaka, G., Kuroishi, M., Matsumori, T.J.E.O., 2023. Optimization for the minimum fuel consumption problem of a hybrid electric vehicle using mixed-integer linear programming. 55(9), 1516–1534.
[30] Robuschi, N., Salazar, M., Viscera, N., et al., 2020. Minimum-fuel energy management of a hybrid electric vehicle via iterative linear programming. 69(12), 14575–14587.
[31] Borges, F.G., Zhang, X., Lee, T., et al., 2022. Metaheuristics-based optimization of a robust GAPID adaptive control applied to a DC motor-driven rotating beam with variable load. 22(16), 6094.
[32] Premkumar, M., Jangir, P., Kumar, B.S., et al., 2022. Multi-Objective Grey Wolf Optimization Algorithm for Solving Real-World BLDC Motor Design Problem. 70(2).
[33] Zhang, S., Yan, H., Yang, L., et al., 2024. Optimization design of permanent magnet synchronous motor based on multi-objective artificial hummingbird algorithm. Actuators. 13(7), 243.
[34] Raia, M.R., Ciceo, S., Chauvicourt, F., et al., 2023. Multi-attribute machine learning model for electrical motors performance prediction. 13(3), 1395.
[35] Wiesheu, M., Komann, T., Merkel, M., et al., 2024. Spline-Based Rotor and Stator Optimization of a Permanent Magnet Synchronous Motor. Proceedings of the 2024 International Conference on Electrical Machines (ICEM).
Downloads
How to Cite
Issue
Article Type
License
Copyright © 2024 Guojun Zhang, Weidong Huang, Tong Zhou
This is an open access article under the Creative Commons Attribution-NonCommercial 4.0 International (CC BY-NC 4.0) License.