Skip to main content
← Back to work

Works cited by this work

77 works

Work: Beyond metals: theoretical discovery of semiconducting MAX phases and their potential application in thermoelectrics

  1. Generalized Gradient Approximation Made Simple

    John P. Perdew, Kieron Burke, Matthias Ernzerhof

    Article1996153 citations
    ABI
  2. Special points for Brillouin-zone integrations

    Hendrik J. Monkhorst, J.D. Pack

    Article197660 citations
    ABI
  3. Projector augmented-wave method

    Peter E. Blöchl

    Article199442 citations
    ABI
  4. <i>Ab initio</i>molecular dynamics for liquid metals

    Georg Kresse, J. Häfner

    Article199317 citations
    ABI
  5. First principles phonon calculations in materials science

    Atsushi Togo, Isao Tanaka

    Article201512 citations
    ABI
  6. Hybrid functionals based on a screened Coulomb potential

    Jochen Heyd, Gustavo E. Scuseria, Matthias Ernzerhof

    Article200310 citations
    ABI
  7. Two-Dimensional, Ordered, Double Transition Metals Carbides (MXenes)

    Babak Anasori, Yu Xie, Majid Beidaghi +6

    Article20158 citations
    ABI
  8. The MN+1AXN phases: A new class of solids

    Michel W. Barsoum

    Article20007 citations
    ABI
  9. ShengBTE: A solver of the Boltzmann transport equation for phonons

    Wu Li, Jesús Carrete, Nebil A. Katcho +1

    Article20146 citations
    ABI
  10. Insights into exfoliation possibility of MAX phases to MXenes

    Mohammad Khazaei, Ahmad Ranjbar, Keivan Esfarjani +3

    Article20185 citations
    ABI
  11. Electronic properties and applications of MXenes: a theoretical review

    Mohammad Khazaei, Ahmad Ranjbar, M. Arai +2

    Review article20174 citations
    ABI
  12. The MAX phase borides Zr2SB and Hf2SB

    Tobias Rackl, Dirk Johrendt

    Article20204 citations
    ABI
  13. Untitled

    Other4 citations
    ABI
  14. Applications of 2D MXenes in energy conversion and storage systems

    Jinbo Pang, Rafael G. Mendes, Alicja Bachmatiuk +6

    Review article20184 citations
    ABI