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Topology optimization of periodic barriers for surface waves

Structural and multidisciplinary optimization, 2021, Vol.63 (1), p.463-478

2021

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Fast topology optimization of phononic crystal‐based metastructures for vibration isolation by deep learning

Computer-aided civil and infrastructure engineering, 2024-03, Vol.39 (5), p.776-790

2024

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Partially Embedded Gradient Metabarrier: Broadband Shielding from Seismic Rayleigh Waves at Ultralow Frequencies

Journal of engineering mechanics, 2020-05, Vol.146 (5)

2020

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Predicting the Dispersion Relations of One-Dimensional Phononic Crystals by Neural Networks

Scientific reports, 2019-10, Vol.9 (1), p.15322-15322, Article 15322

2019

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A deep learning model for the topological design of 2D periodic wave barriers

Computer-aided civil and infrastructure engineering, 2022-03, Vol.37 (4), p.451-469

2022

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Deep learning for the design of phononic crystals and elastic metamaterials

Journal of Computational Design and Engineering , 2023, 10(2), , pp.602-614

2023

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Neural networks for inverse design of phononic crystals

AIP advances, 2019-08, Vol.9 (8), p.085223-085223-12

2019

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Inverse design of layered periodic wave barriers based on deep learning

Proceedings of the Institution of Mechanical Engineers. Part L, Journal of materials, design and applications, 2022-11, Vol.236 (11), p.2255-2268

2022

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Shielding performance of T-shaped periodic barrier for surface waves in transversely isotropic soil

Proceedings of the Institution of Mechanical Engineers. Part L, Journal of materials, design and applications, 2022-11, Vol.236 (11), p.2242-2254

2022

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Deep learning-aided topology design of metasurfaces for Rayleigh waves

Journal of Computational Design and Engineering , 2024, 11(3), , pp.56-71

2024

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Boundary element method for band gap calculations of two-dimensional solid phononic crystals

Engineering analysis with boundary elements, 2013-02, Vol.37 (2), p.225-235

2013

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Machine learning models in phononic metamaterials

Current opinion in solid state & materials science, 2024-02, Vol.28, p.101133, Article 101133

2024

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Deep learning-based design of ternary metamaterials for isolating full-mode waves

Engineering structures, 2023-02, Vol.277, p.115441, Article 115441

2023

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Deep learning-based topology design of periodic barrier for full-mode waves

Construction & building materials, 2022-01, Vol.314, p.125579, Article 125579

2022

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Intelligent design of engineered metabarrier based on deep learning

Composite structures, 2022-01, Vol.280, p.114911, Article 114911

2022

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A Multilevel Examination of High-Performance Work Systems and Organizational Citizenship Behavior: A Social Exchange Theory Perspective

Eurasia journal of mathematics, science and technology education, 2017-08, Vol.13 (8)

2017

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A physics-informed neural network for Kresling origami structures

International journal of mechanical sciences, 2024-05, Vol.269, p.109080, Article 109080

2024

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Topological design of 2D periodic structures for anti-plane waves based on deep learning

Journal of vibration and control, 2023-02, Vol.29 (3-4), p.513-527

2023

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A field experiment on surface wave isolation by partially embedded periodic pile barriers

Journal of vibration and control, 2023-02, Vol.29 (3-4), p.871-881

2023

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Author Correction: Predicting the Dispersion Relations of One-Dimensional Phononic Crystals by Neural Networks

Scientific reports, 2020-01, Vol.10 (1), p.752-752, Article 752

2020

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On vibration isolation of sandwich plate with periodic hollow tube core

The journal of sandwich structures & materials, 2019-03, Vol.21 (3), p.1119-1132

2019

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Propagation of bending waves in phononic crystal thin plates with a point defect

International journal of solids and structures, 2009-06, Vol.46 (13), p.2571-2576

2009

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Bandgap calculations of two-dimensional solid–fluid phononic crystals with the boundary element method

Wave motion, 2013-04, Vol.50 (3), p.525-541

2013

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Bandgaps of Two-Dimensional Phononic Crystals With Sliding Interface Conditions

Journal of applied mechanics, 2014-06, Vol.81 (6), p.np-np

2014

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Propagation of harmonic waves through micro gap with consideration of frictional contact

Applied mathematics and mechanics, 2011-11, Vol.32 (11), p.1423-1436

陈小云于桂兰

2011

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Topology optimization of periodic barriers for surface waves

Fast topology optimization of phononic crystal‐based metastructures for vibration isolation by deep learning

Partially Embedded Gradient Metabarrier: Broadband Shielding from Seismic Rayleigh Waves at Ultralow Frequencies

Predicting the Dispersion Relations of One-Dimensional Phononic Crystals by Neural Networks

A deep learning model for the topological design of 2D periodic wave barriers

Deep learning for the design of phononic crystals and elastic metamaterials

Neural networks for inverse design of phononic crystals

Inverse design of layered periodic wave barriers based on deep learning

Shielding performance of T-shaped periodic barrier for surface waves in transversely isotropic soil

Deep learning-aided topology design of metasurfaces for Rayleigh waves

Boundary element method for band gap calculations of two-dimensional solid phononic crystals

Machine learning models in phononic metamaterials

Deep learning-based design of ternary metamaterials for isolating full-mode waves

Deep learning-based topology design of periodic barrier for full-mode waves

Intelligent design of engineered metabarrier based on deep learning

A Multilevel Examination of High-Performance Work Systems and Organizational Citizenship Behavior: A Social Exchange Theory Perspective

A physics-informed neural network for Kresling origami structures

Topological design of 2D periodic structures for anti-plane waves based on deep learning

A field experiment on surface wave isolation by partially embedded periodic pile barriers

Author Correction: Predicting the Dispersion Relations of One-Dimensional Phononic Crystals by Neural Networks

On vibration isolation of sandwich plate with periodic hollow tube core

Propagation of bending waves in phononic crystal thin plates with a point defect

Bandgap calculations of two-dimensional solid–fluid phononic crystals with the boundary element method

Bandgaps of Two-Dimensional Phononic Crystals With Sliding Interface Conditions

Propagation of harmonic waves through micro gap with consideration of frictional contact

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