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Yu CONG

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**Ph.D., Assistant professor** Université Paris-Saclay Laboratoire de Mécanique et d’Energétique d’Evry (LMEE) Office: (+33) 1 69 47 75 49 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)](https://www.univ-evry.fr/) **Research interests** Advanced numerical methods for metamaterials design Structure dynamics and wave propagation Multiscale modelling of contact and friction **Academic background** Ph.D. Univ. Lorraine M.Sc. Univ. Paris-Est, Dipl.Ing. INSA Toulouse B.Sc. Shandong Univ.

Domaines de recherche

Mécanique des solides [physics.class-ph] Vibrations [physics.class-ph]

Publications

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Bandgap analysis of periodic composite plates considering fluid–structure coupling

Runze Zhang , Yu Cong , M. Sellam , Amer Chpoun
Journal of Sound and Vibration, 2024, pp.118412. ⟨10.1016/j.jsv.2024.118412⟩
Article dans une revue hal-04518741v1

Research on fatigue damage mitigation of offshore wind turbines by a bi-directional PSTMD under stochastic wind-wave actions

Zhenbo Lei , Gang Liu , Yu Cong , Wei Tang
Engineering Structures, 2024, 301, pp.117275. ⟨10.1016/j.engstruct.2023.117275⟩
Article dans une revue hal-04355086v1

Energy storage performance of lead-free Ba0.7Sr0.3TiO3 ceramics with doping Bi(Mg0.5Ti0.5)O3

Xi Liang , Zhonghua Dai , Chenxi Liu , Yu Pan , Xin Zhao
Materials Science in Semiconductor Processing, 2024, 172, pp.108046. ⟨10.1016/J.MSSP.2023.108046⟩
Article dans une revue hal-04443587v1

Elastic foundation-introduced defective phononic crystals for tunable energy harvesting

Gongye Zhang , Zhuangzhuang He , Shaopeng Wang , Jun Hong , Yu Cong
Mechanics of Materials, 2024, pp.104909. ⟨10.1016/J.MECHMAT.2024.104909⟩
Article dans une revue hal-04443608v1

A rasterized plane wave expansion method for complex 2-D phononic crystals

Wei Shen , Yu Cong , Shuitao Gu , Haiping Yin , Gongye Zhang
Mechanical Systems and Signal Processing, 2024, 212, pp.111324. ⟨10.1016/j.ymssp.2024.111324⟩
Article dans une revue hal-04504111v1

Topology optimisation for vibration bandgaps of periodic composite plates using the modified couple stress continuum

Yu Cong , Zixu Xia , Shuitao Gu , Yi Hui , Zhi-Qiang Feng
Mathematics and Mechanics of Solids, In press, ⟨10.1177/10812865231212867⟩
Article dans une revue hal-04430124v1

Bandgap analysis of periodic composite plates considering fluid–structure coupling

R.Z. Zhang , Yu Cong , Mohammed Sellam , Amer Chpoun
Journal of Sound and Vibration, 2024, 582, pp.118412. ⟨10.1016/j.jsv.2024.118412⟩
Article dans une revue hal-04535932v1

Human body numerical simulation: An accurate model for a thigh subjected to a cold treatment

Pierre Michaux , B. Gaume , Y. Cong , O. Quéméner
Computers in Biology and Medicine, 2024, 168, pp.107689. ⟨10.1016/j.compbiomed.2023.107689⟩
Article dans une revue hal-04293652v1

Size-dependent parametrisation of active vibration control for periodic piezoelectric microplate coupled systems: A couple stress-based isogeometric approach

Pengyu Lai , Yu Cong , Shuitao Gu , Gang Liu
Mechanics of Materials, 2023, 186, pp.104788. ⟨10.1016/j.mechmat.2023.104788⟩
Article dans une revue hal-04211694v1

Isogeometric shape optimization for widening band gaps of periodic composite plates

Shuohui Yin , Jiahui Huang , Zhihui Zou , Tinh Quoc Bui , Yu Cong
European Journal of Mechanics - A/Solids, 2023, pp.105142. ⟨10.1016/j.euromechsol.2023.105142⟩
Article dans une revue hal-04211699v1

Numerical simulation of the interaction between waves and pile breakwater with horizontal slotted plates

Jingmao Peng , Ke Li , Shuitao Gu , Yu Cong
Ocean Engineering, 2023, 287, pp.115777. ⟨10.1016/j.oceaneng.2023.115777⟩
Article dans une revue hal-04211706v1

Tunable Tail Swing of Nanomillipedes

Ruiyang Li , Yu Cong , Fan Xu
Nano Letters, 2023, 23 (23), pp.10879--10883. ⟨10.1021/acs.nanolett.3c03084⟩
Article dans une revue hal-04239385v1
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Elastic wave harvesting in piezoelectric-defect-introduced phononic crystal microplates

Zhuangzhuang He , Gongye Zhang , Xin Chen , Yu Cong , Shuitao Gu
International Journal of Mechanical Sciences, 2023, 239, pp.107892. ⟨10.1016/j.ijmecsci.2022.107892⟩
Article dans une revue hal-03834246v1

Size effects on a one-dimensional defective phononic crystal sensor

Zhenzhao Shu , Gongye Zhang , Yu Cong , Shuitao Gu
Smart Materials and Structures, 2023, 32 (11), pp.115029. ⟨10.1088/1361-665X/ad026c⟩
Article dans une revue hal-04293658v1

Enhanced photoelectric properties for BiZn05Zr05O3 modified KNN-based lead-free ceramics

Jie Hou , Zhonghua Dai , Chenxi Liu , Shintaro Yasui , Yu Cong
Journal of Alloys and Compounds, 2023, 960, pp.170639. ⟨10.1016/j.jallcom.2023.170639⟩
Article dans une revue hal-04211704v1
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Bandgap analysis of periodic composite microplates using curvature-based flexoelectricity: a finite element approach

P Y Lai , Z Z He , Y. Cong , S.T. Gu , G. Y. Zhang
Acta Mechanica Solida Sinica, 2022, 35, pp.996--1003. ⟨10.1007/s10338-022-00359-8⟩
Article dans une revue hal-03763282v1
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A bi-potential contact formulation for recoverable adhesion between soft bodies based on the RCC interface model

L.B. Hu , Y. Cong , Pierre Joli , Zhi-Qiang Feng
Computer Methods in Applied Mechanics and Engineering, 2022, 390, pp.114478. ⟨10.1016/j.cma.2021.114478⟩
Article dans une revue hal-03481049v1
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A Transversely Isotropic Magneto-electro-elastic Circular Kirchhoff Plate Model Incorporating Microstructure Effect

Wei Shen , Gongye Zhang , Shuitao Gu , Yu Cong
Acta Mechanica Solida Sinica, 2022, 35, pp.185--197. ⟨10.1007/s10338-021-00271-7⟩
Article dans une revue hal-03334426v1
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Active tuning of vibration for periodic piezoelectric micro systems: a non-local Mindlin plate finite element approach

Zixu Xia , Yu Cong , Shuitao Gu , Zhi-Qiang Feng
Mechanics of Materials, 2022, 174, pp.104418. ⟨10.1016/j.mechmat.2022.104418⟩
Article dans une revue hal-03737338v1
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A non-classical couple stress based Mindlin plate finite element framework for tuning band gaps of periodic composite micro plates

Zixu Xia , Gongye Zhang , Yu Cong , Shuitao Gu
Journal of Sound and Vibration, 2022, 529, pp.116889. ⟨10.1016/j.jsv.2022.116889⟩
Article dans une revue hal-03615771v1
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Dynamic fracture analysis of the linearly uncoupled and coupled physical phenomena by the variable-node multiscale XFEM

Shuohui Yin , Ning Zhang , Peng Liu , Jingang Liu , Tiantang Yu
Engineering Fracture Mechanics, 2021, 254, pp.107941. ⟨10.1016/j.engfracmech.2021.107941⟩
Article dans une revue hal-03334432v1
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A bi-potential contact formulation of orthotropic adhesion between soft bodies

L.B. Hu , Yu Cong , Christine Renaud , Zhi-Qiang Feng
Computational Mechanics, 2021, ⟨10.1007/s00466-021-02122-1⟩
Article dans une revue hal-03418559v1
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Effect of surface topography on anisotropic friction of graphene layers

M. Ding , Y. Cong , R. Li , F. Xu
Extreme Mechanics Letters, 2020, 40, pp.100988. ⟨10.1016/j.eml.2020.100988⟩
Article dans une revue hal-03267984v1
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Post-buckling evolution of wavy patterns in trapezoidal film/substrate bilayers

Fan Xu , Ting Wang , Chenbo Fu , Yu Cong , Yongzhong Huo
International Journal of Non-Linear Mechanics, 2017, 96, pp.46-55. ⟨10.1016/j.ijnonlinmec.2017.08.006⟩
Article dans une revue hal-01592437v1
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Multiscale computational homogenization of heterogeneous shells at small strains with extensions to finite displacements and buckling

Yu Cong , Saeid Nezamabadi , Hamid Zahrouni , Julien Yvonnet
International Journal for Numerical Methods in Engineering, 2015, 104 (4), pp.236-259. ⟨10.1002/nme.4927⟩
Article dans une revue hal-01165988v1
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Simulation of instabilities in thin nanostructures by a perturbation approach

Y. Cong , Julien Yvonnet , H. Zahrouni
Computational Mechanics, 2014, 53 (4), pp.739-750. ⟨10.1007/s00466-013-0927-7⟩
Article dans une revue hal-00958886v1

3D finite element modeling for instabilities in thin films on soft substrates

Fan Xu , Michel Potier-Ferry , Salim Belouettar , Yu Cong
International Journal of Solids and Structures, 2014, 51 (21-22), pp.3619-3632. ⟨10.1016/j.ijsolstr.2014.06.023⟩
Article dans une revue hal-01503455v1

Effect of Zirconium in La(Ba)ZrxCo1-xO3-delta Perovskite Catalysts for N2O Decomposition

R. Liu , Y. Cong , C. Kappenstein , T. Zhang
Chinese Journal of Catalysis, 2012, 33 (6), pp.907-913. ⟨10.1016/S1872-2067(11)60402-6⟩
Article dans une revue hal-00822863v1
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SIMULATION OF ADHESIVE FRICTIONAL CONTACT OF SOFT MATERIALS BY BI-POTENTIAL METHOD

L. B Hu , Y. Cong , Z.-Q Feng
14th WCCM-ECCOMAS Congress, Jan 2021, Paris (virtuel), France. ⟨10.23967/wccm-eccomas.2020.206⟩
Communication dans un congrès hal-03267975v1

Multiscale Modelling of Buckling in Thin Polymer Films and Characterization by Molecular Dynamics

Fabrice Detrez , Y. Cong , H. Zahrouni , Julien Yvonnet
8th Multiscale Materials Modeling, Oct 2016, Dijon, France
Communication dans un congrès hal-01644986v1

Multiscale modeling of shells with heterogeneous micro and nano structures

Y. Cong , Saeid Nezamabadi , H. Zahrouni , Julien Yvonnet
11th World Congress on Computational Mechanics, Jul 2014, Barcelona, Spain
Communication dans un congrès hal-01056161v1

Computational homogenization of thin structures using a 7-parameter shell formulation with applications in continuum nanomechanics

Y. Cong , H. Zahrouni , Julien Yvonnet
12th US National Congress in Computational Mechanics (USNCCM12), Jul 2013, France
Communication dans un congrès hal-00851737v1
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Modélisation multi-échelle des instabilités à l'aide d'une formulation tridimensionnelle de coque mince

Yu Cong , Saeid Nezamabadi , Hamid Zahrouni , Julien Yvonnet
11e colloque national en calcul des structures, CSMA, May 2013, Giens, France
Communication dans un congrès hal-01722074v1

Atomistic simulation of instabilities for atomistic-scale lattice structures by application of the numerical asymptotic Method

Y. Cong , Julien Yvonnet , H. Zahrouni
Sixth MIT conference on Computational Fluid and Solid Mechanics, 2011, Cambridge, France. pp.1
Communication dans un congrès hal-00711536v1
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Étude des instabilités à l'échelle atomique du graphène par la méthode asymptotique numérique

Yu Cong , Julien Yvonnet , Hamid Zahrouni
CFM 2011 - 20ème Congrès Français de Mécanique, Aug 2011, Besançon, France
Communication dans un congrès hal-03422485v1

Model based Design of Electromechanical Actuators with Modelica

Marc Budinger , J. Liscouet , Y. Cong , Jean-Charles Maré
IDETC 09, San Diego, 30 aout, 2 septembre 2009., 2009, San Diego, United States
Communication dans un congrès hal-02194564v1