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Multi-objective topology optimisation for acoustic porous materials using gradient-based, gradient-free, and hybrid strategies

Ramamoorthy, Vivek T.; Özcan, Ender; Parkes, Andrew J.; Jaouen, Luc; Bécot, François-Xavier

Authors

Vivek T. Ramamoorthy

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ENDER OZCAN ender.ozcan@nottingham.ac.uk
Professor of Computer Science and Operational Research

Luc Jaouen

François-Xavier Bécot



Abstract

When designing passive sound-attenuation structures, one of the challenging problems that arise is optimally distributing acoustic porous materials within a design region so as to maximise sound absorption while minimising material usage. To identify efficient optimisation strategies for this multi-objective problem, several gradient, non-gradient, and hybrid topology optimisation strategies are compared. For gradient approaches, the solid-isotropic-material-with-penalisation method and a gradient-based constructive heuristic are considered. For gradient-free approaches, hill climbing with a weighted-sum scalarisation and a non-dominated sorting genetic algorithm-II are considered. Optimisation trials are conducted on seven benchmark problems involving rectangular design domains in impedance tubes subject to normal-incidence sound loads. The results indicate that while gradient methods can provide quick convergence with high-quality solutions, often gradient-free strategies are able to find improvements in specific regions of the Pareto front. Two hybrid approaches are proposed, combining a gradient method for initiation and a non-gradient method for local improvements. An effective Pareto-slope-based weighted-sum hill climbing is introduced for local improvement. Results reveal that for a given computational budget, the hybrid methods can consistently outperform the parent gradient or non-gradient method.

Citation

Ramamoorthy, V. T., Özcan, E., Parkes, A. J., Jaouen, L., & Bécot, F. (2023). Multi-objective topology optimisation for acoustic porous materials using gradient-based, gradient-free, and hybrid strategies. Journal of the Acoustical Society of America, 153(5), Article 2945. https://doi.org/10.1121/10.0019455

Journal Article Type Article
Acceptance Date May 2, 2023
Online Publication Date May 19, 2023
Publication Date 2023-05
Deposit Date Jul 26, 2023
Publicly Available Date Jul 26, 2023
Journal Journal of the Acoustical Society of America
Print ISSN 0001-4966
Electronic ISSN 1520-8524
Publisher Acoustical Society of America (ASA)
Peer Reviewed Peer Reviewed
Volume 153
Issue 5
Article Number 2945
DOI https://doi.org/10.1121/10.0019455
Keywords Acoustics, Evolutionary computation, Algorithms and data structure, Materials properties, 2D materials, Porous media, Optimization algorithms, Mathematical optimization, Gradient method, Optimization problems
Public URL https://nottingham-repository.worktribe.com/output/21112785
Publisher URL https://pubs.aip.org/asa/jasa/article-abstract/153/5/2945/2891461/Multi-objective-topology-optimisation-for-acoustic?redirectedFrom=fulltext

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