Smart Algorithm Applications in Mechanical Engineering and Physical Sciences for Optimizing Systems and Materials
DOI:
https://doi.org/10.62671/perfect.v2i1.50Keywords:
Artificial Neural Networks, Bayesian Optimization, Finite Element Analysis, Mechanical Design, Multi-Objective OptimizationAbstract
The increasing complexity of modern engineering systems and the demand for efficient, cost-effective, and high-performance designs have driven the adoption of intelligent computational strategies in mechanical engineering and physical sciences. Traditional simulation and optimization techniques often struggle with nonlinear, multi-objective problems that span both material and structural design spaces. This study aims to develop a unified smart algorithmic framework capable of optimizing both mechanical systems and material properties concurrently. The research focuses on integrating data-driven models with physics-informed techniques to improve predictive accuracy, computational efficiency, and practical applicability. The proposed framework combines artificial neural networks (ANNs), physics-informed neural networks (PINNs), genetic algorithms (GAs), and Bayesian optimization to form a hybrid multi-objective optimization system. A case study on an electric vehicle (EV) suspension system is used to validate the approach. Surrogate models were trained on finite element analysis (FEA) data and applied within a Pareto optimization loop to explore trade-offs among mass, fatigue life, and material cost. The framework achieved a 27% reduction in structural mass, a 35% increase in fatigue life, and a 13% decrease in material cost. Surrogate models attained R² values exceeding 0.90, with validation showing less than 5% deviation from FEA results. Sensitivity analysis confirmed design robustness under input variation. The findings demonstrate the effectiveness of smart algorithms in co-optimizing systems and materials. The proposed framework enhances the speed, accuracy, and physical validity of intelligent engineering design.
References
Arshad, M. W., Lodi, S., & Liu, D. Q. (2025). Multi-Objective Optimization of Independent Automotive Suspension by AI and Quantum Approaches: A Systematic Review. Machines, 13(3).
Brandi, S., Piscitelli, M. S., Martellacci, M., & Capozzoli, A. (2020). Deep reinforcement learning to optimise indoor temperature control and heating energy consumption in buildings. Energy and Buildings, 224, 110225.
Carleo, G., Cirac, I., Cranmer, K., Daudet, L., Schuld, M., Tishby, N., Vogt-Maranto, L., & Zdeborová, L. (2019). Machine learning and the physical sciences. Reviews of Modern Physics, 91(4), 45002.
Choudhary, K., DeCost, B., Chen, C., Jain, A., Tavazza, F., Cohn, R., Park, C. W., Choudhary, A., Agrawal, A., & Billinge, S. J. L. (2022). Recent advances and applications of deep learning methods in materials science. Npj Computational Materials, 8(1), 59.
Gao, Y., Kim, C. H., & Kim, J.-M. (2021). A novel hybrid deep learning method for fault diagnosis of rotating machinery based on extended WDCNN and long short-term memory. Sensors, 21(19), 6614.
Hua, C., Cao, X., Liao, B., & Li, S. (2023). Advances on intelligent algorithms for scientific computing: an overview. Frontiers in Neurorobotics, 17, 1190977.
Ishiyama, T., Nozawa, K., Nishida, T., Suemasu, T., & Toko, K. (2024). Bayesian optimization-driven enhancement of the thermoelectric properties of polycrystalline III-V semiconductor thin films. NPG Asia Materials, 16(1), 17.
Li, Z., Nash, W. T., O’Brien, S. P., Qiu, Y., Gupta, R. K., & Birbilis, N. (2022). cardiGAN: A generative adversarial network model for design and discovery of multi principal element alloys. Journal of Materials Science & Technology, 125, 81–96.
Ma, R.-J., Yu, N.-Y., & Hu, J.-Y. (2013). Application of particle swarm optimization algorithm in the heating system planning problem. The Scientific World Journal, 2013(1), 718345.
Nematov, D., & Hojamberdiev, M. (2025). Machine Learning-Driven Materials Discovery: Unlocking Next-Generation Functional Materials--A minireview. ArXiv Preprint ArXiv:2503.18975.
Park, S., Park, S., Choi, M., Lee, S., Lee, T., Kim, S., Cho, K., & Park, S. (2020). Reinforcement learning-based bems architecture for energy usage optimization. Sensors, 20(17), 4918.
Roy, A., Hussain, A., Sharma, P., Balasubramanian, G., Taufique, M. F. N., Devanathan, R., Singh, P., & Johnson, D. D. (2023). Rapid discovery of high hardness multi-principal-element alloys using a generative adversarial network model. Acta Materialia, 257, 119177.
Sunil, P., & Sills, R. B. (2024). FE-PINNs: finite-element-based physics-informed neural networks for surrogate modeling. ArXiv Preprint ArXiv:2412.07126.
Xu, P., Ma, Y., Lu, W., Li, M., Zhao, W., & Dai, Z. (2025). Multi-objective optimization in machine learning assisted materials design and discovery. Journal of Materials Informatics, 5(2), N-A.
Yang, D., Karimi, H. R., & Pawelczyk, M. (2023). A new intelligent fault diagnosis framework for rotating machinery based on deep transfer reinforcement learning. Control Engineering Practice, 134, 105475.
Zhang, W., Bao, Z., Jiang, S., & He, J. (2016). An artificial neural network-based algorithm for evaluation of fatigue crack propagation considering nonlinear damage accumulation. Materials, 9(6), 483.
Downloads
Published
How to Cite
Issue
Section
License
Copyright (c) 2025 Ali Soluman Ali Hassien, Nuri Salem Ali Abosetah (Author)

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.



