World's Best Scientists 2026 revealed!

D-Index & Metrics

Mechanical and Aerospace Engineering

D-Index
31
Citations
3551
World Ranking
3311
National Ranking
115

Overview

Qi-Chang He is affiliated with Université Paris Cité in France and has a research portfolio concentrated in engineering and materials science. Their work spans a range of topics, with a particular focus on mechanics of materials, materials chemistry, electrical and electronic engineering, biomedical engineering, and mechanical engineering.

The scientist's research topics include:

  • Numerical methods in engineering
  • Composite material mechanics
  • Solar-powered water purification methods
  • Force microscopy techniques and applications
  • Diamond and carbon-based materials research
  • Fatigue and fracture mechanics
  • Energy harvesting in wireless networks

Qi-Chang He has published extensively in several venues, with frequent contributions to:

  • arXiv (Cornell University)
  • SSRN Electronic Journal
  • Nature Communications
  • International Journal for Numerical Methods in Engineering
  • Advanced Functional Materials

Recent papers authored or co-authored by Qi-Chang He include:

  • "Sustainable power generation for at least one month from ambient humidity using unique nanofluidic diode" (2022), published in Nature Communications
  • "Hierarchically Porous Fiber-Based Nanofluidic Diode as an Efficient Multimode Hygroelectric Generator" (2022), published in Advanced Energy Materials
  • "Hierarchically nitrogen-doped mesoporous carbon nanospheres with dual ion adsorption capability for superior rate and ultra-stable zinc ion hybrid supercapacitors" (2022), published in Science China Materials
  • "Implementation of a new strain split to model unilateral contact within the phase field method" (2020), published in International Journal for Numerical Methods in Engineering
  • "A k-means clustering machine learning-based multiscale method for anelastic heterogeneous structures with internal variables" (2022), published in International Journal for Numerical Methods in Engineering

The scientist frequently collaborates with several co-authors, among whom are:

  • Tingting Yang
  • Xulei Lu
  • Chunqiao Fu
  • Haochen Feng
  • Ziwen Cheng

Best Publications

  • Computational homogenization of nonlinear elastic materials using neural networks

    B.A. Le;Julien Yvonnet;Qi-Chang He

  • Conewise linear elastic materials

    Alain Curnier;Qi-Chang He;Philippe Zysset

  • An XFEM/level set approach to modelling surface/interface effects and to computing the size-dependent effective properties of nanocomposites

    Julien Yvonnet;H. Le Quang;Qi-Chang He

  • Interfacial discontinuity relations for coupled multifield phenomena and their application to the modeling of thin interphases as imperfect interfaces

    S.-T. Gu;Qi-Chang He;Qi-Chang He

  • Eshelby's problem of non-elliptical inclusions

    Wennan Zou;Qichang He;Qichang He;Mojia Huang;Quanshui Zheng;Quanshui Zheng;Quanshui Zheng

  • Numerically explicit potentials for the homogenization of nonlinear elastic heterogeneous materials

    Julien Yvonnet;D. Gonzalez;Qi-Chang He

  • Matrix representations for 3D strain-gradient elasticity

    N. Auffray;H. Le Quang;Q.C. He

  • A more fundamental approach to damaged elastic stress-strain relations

    Q.-C. He;A. Curnier

  • Numerical modelling of the effective conductivities of composites with arbitrarily shaped inclusions and highly conducting interface

    Julien Yvonnet;Qi-Chang He;C. Toulemonde

  • COMPUTATIONAL HOMOGENIZATION METHOD AND REDUCED DATABASE MODEL FOR HYPERELASTIC HETEROGENEOUS STRUCTURES

    Julien Yvonnet;Eric Monteiro;Qi-Chang He

  • The number and types of all possible rotational symmetries for flexoelectric tensors

    H. Le Quang;Qi-Chang He

  • Willis elastodynamic homogenization theory revisited for periodic media

    H. Nassar;Qi-Chang He;Nicolas Auffray

  • Computational homogenization for nonlinear conduction in heterogeneous materials using model reduction

    E. Monteiro;Julien Yvonnet;Qi-Chang He

  • Size-dependent effective thermoelastic properties of nanocomposites with spherically anisotropic phases

    H. Le Quang;Qi-Chang He

  • Variational principles and bounds for elastic inhomogeneous materials with coherent imperfect interfaces

    H. Le Quang;Q.-C. He

  • A general and efficient computational procedure for modelling the Kapitza thermal resistance based on XFEM

    Julien Yvonnet;Qi-Chang He;Q.-Z. Zhu;J.-F. Shao

  • Influence of inclusion shapes on the effective linear elastic properties of hardened cement pastes

    E. Stora;E. Stora;Qi-Chang He;B. Bary

  • Size-dependent effective elastic moduli of particulate composites with interfacial displacement and traction discontinuities

    S.T. Gu;J.T. Liu;Qi-Chang He

  • Finite element model of ionic nanowires with size-dependent mechanical properties determined by ab initio calculations

    Julien Yvonnet;Alexander Mitrushchenkov;Gilberte Chambaud;Qi-Chang He

  • Size-dependent Eshelby tensor fields and effective conductivity of composites made of anisotropic phases with highly conducting imperfect interfaces

    H. Le-Quang;G. Bonnet;Q.-C. He

  • Modelling and simulations of the chemo-mechanical behaviour of leached cement-based materials Leaching process and induced loss of stiffness

    E. Stora;E. Stora;B. Bary;Qi-Chang He;E. Deville

  • A multiple level-set approach to prevent numerical artefacts in complex microstructures with nearby inclusions within XFEM

    A. B. Tran;Julien Yvonnet;Qi-Chang He;C. Toulemonde

  • Eshelby's tensor fields and effective conductivity of composites made of anisotropic phases with Kapitza's interface thermal resistance

    H. Le Quang;Q.-C. He;G. Bonnet

  • Estimations of the effective conductivity of anisotropic multiphase composites with imperfect interfaces

    Hung Le Quang;Duc Chinh Pham;Guy Bonnet;Qi-Chang He

  • A simple computational homogenization method for structures made of linear heterogeneous viscoelastic materials

    A. B. Tran;Julien Yvonnet;Qi-Chang He;C. Toulemonde

  • Continuum Mechanics Modelling of Large Deformation Contact with Friction

    Alain Curnier;Qi-Chang He;Anders Klarbring

  • Phase field modeling of interfacial damage in heterogeneous media with stiff and soft interphases

    Thanh Tung Nguyen;Julien Yvonnet;Danièle Waldmann;Qi-Chang He

  • Hierarchically nitrogen-doped mesoporous carbon nanospheres with dual ion adsorption capability for superior rate and ultra-stable zinc ion hybrid supercapacitors

    Unknown

  • A k‐means clustering machine learning‐based multiscale method for anelastic heterogeneous structures with internal variables

    Unknown

Frequent Co-Authors

Julien Yvonnet
Julien Yvonnet Gustave Eiffel University
Quanshui Zheng
Quanshui Zheng Tsinghua University
Qi-Zhi Zhu
Qi-Zhi Zhu Hohai University
Jian-Fu Shao
Jian-Fu Shao University of Lille
Anders Klarbring
Anders Klarbring Linköping University
Michel Potier-Ferry
Michel Potier-Ferry University of Lorraine
Michael Urbakh
Michael Urbakh Tel Aviv University
Christian Soize
Christian Soize Université Gustave Eiffel
Philippe K. Zysset
Philippe K. Zysset University of Bern
Marco Paggi
Marco Paggi IMT Institute for Advanced Studies Lucca

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