The Proceedings of The Computational Mechanics Conference
Online ISSN : 2424-2799
2024.37
Session ID : OS-2403
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Inverse-problem Approach to Dispersion Properties of 2D Phononic Crystals using Deep Learning and NSGA-II
*Yuji SATOYuri FUKAYAKenji TSURUTA
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Abstract

In the design of phononic crystals (PnCs), many studies have focused on maximizing the band gap (BG) size through various optimization methods such as topology optimization, Monte Carlo simulations, and other optimization algorithms. On the other hand, it is difficult to find materials properties and structures of PnCs with desired BG frequency and size as an "inverse problem approach". Recently, new approaches to the optimization problems based on the development of artificial intelligence technology have been attracting much attention. In this study, we utilize a deep learning model in combination with a genetic algorithm (NSGA-II) to solve the inverse problem, developing a methodology to identify the optimal material properties and structural parameters of PnCs that achieve specific BG frequency and size requirements.

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© 2024 The Japan Society of Mechanical Engineers
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