• DocumentCode
    138311
  • Title

    3D Monte Carlo study of scaled SOI FinFETs using 2D Schrödinger quantum corrections

  • Author

    Elmessary, Muhammad A. ; Nagy, Daniel ; Aldegunde, Manuel ; Lindberg, Jari ; Dettmer, Wulf G. ; Peric, Djordje ; Garcia-Loureiro, Antonio J. ; Martinez, A. ; Kalna, Karol

  • Author_Institution
    ESDC, Swansea Univ., Swansea, UK
  • fYear
    2014
  • fDate
    7-9 April 2014
  • Firstpage
    97
  • Lastpage
    100
  • Abstract
    SOI Si FinFETs scaled to gate lengths of 12.8 nm, 10.7 nm and 8.1 nm are simulated using 3D Finite Element Monte Carlo simulations with 2D Schrödinger based quantum corrections considering two cross-sections: rectangular and triangular, with rounded corners, in the preferred (110) channel orientation. The rectangular FinFETs give larger drive currents per perimeter than the triangular FinFETs but are outperformed by the triangular ones when normalised by channel area. In the scaling process, the drive current increases by about 5% (4%) and 5% (1%) for rectangular (triangular) cross-sections with nearly ideal sub-thresholds of 72 (66) mV/dec. The effect of interface roughness increases during the scaling from 3% to 12% and affects stronger the triangular cross-section FinFETs.
  • Keywords
    MOSFET; Monte Carlo methods; Schrodinger equation; elemental semiconductors; finite element analysis; silicon; 2D Schrödinger quantum corrections; 3D finite element Monte Carlo simulations; Si; channel area; interface roughness; rectangular cross-sections; scaled SOI FinFET; scaling process; size 10.7 nm; size 12.8 nm; size 8.1 nm; triangular cross-sections; FinFETs; Logic gates; Mathematical model; Monte Carlo methods; Silicon; Solid modeling; Three-dimensional displays; FinFET; Finite Elements; Monte Carlo; Schro¨dinger equation;
  • fLanguage
    English
  • Publisher
    ieee
  • Conference_Titel
    Ultimate Integration on Silicon (ULIS), 2014 15th International Conference on
  • Conference_Location
    Stockholm
  • Type

    conf

  • DOI
    10.1109/ULIS.2014.6813925
  • Filename
    6813925