Probabilistic optimisation of composite structures : machine learning for design optimisation
Series: Computational and experimental methods in structures | / edited by Ferri M. H. Aliabadi ; ; v. 15Publication details: World Scientific 2025 LondonDescription: xi, 192pISBN:- 9781800616844
- 629.7 Y8p
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PK Kelkar Library, IIT Kanpur | General Stacks | 629.7 Y8p (Browse shelf(Opens below)) | Under Process | A187036 |
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629.588 C55e2 EXPLORATION OF SPACE | 629.588 Os24s SPACECRAFT STRUCTURES | 629.5882 Sh8sE Soviet space science | 629.7 Y8p Probabilistic optimisation of composite structures machine learning for design optimisation | 629.8 Ad95 Advances in theory and applications | 629.8 Ad95 v.10 Advances in theory and applications | 629.8 Ad95 Advances in theory and applications |
This book introduces an innovative approach to multi-fidelity probabilistic optimisation for aircraft composite structures, addressing the challenge of balancing reliability with computational cost. Probabilistic optimisation pursues statistically reliable and robust solutions by accounting for uncertainties in data, such as material properties and geometry tolerances. Traditional approaches using high-fidelity models, though accurate, are computationally expensive and time-consuming, especially when using complex methods such as Monte Carlo simulations and gradient calculations.For the first time, the proposed multi-fidelity method combines high- and low-fidelity models, enabling high-fidelity models to focus on specific areas of the design space, while low-fidelity models explore the entire space. Machine learning technologies, such as artificial neural networks and nonlinear autoregressive Gaussian processes, fill information gaps between different fidelity models, enhancing model accuracy. The multi-fidelity probabilistic optimisation framework is demonstrated through the reliability-based and robust design problems of aircraft composite structures under a thermo-mechanical environment, showing acceptable accuracy and reductions in computational time.
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