Strain effects on three-dimensional, two-dimensional, and one-dimensional silicon logic devices: Predicting the future of strained silicon

被引:49
|
作者
Baykan, Mehmet O. [1 ]
Thompson, Scott E. [1 ]
Nishida, Toshikazu [1 ]
机构
[1] Univ Florida, Dept Elect & Comp Engn, Gainesville, FL 32611 USA
关键词
INDUCED PERFORMANCE ENHANCEMENT; SURFACE-ROUGHNESS SCATTERING; ELECTRONIC BAND-STRUCTURE; PHONON-LIMITED MOBILITY; MONTE-CARLO-SIMULATION; COULOMB SCATTERING; INVERSION-LAYERS; N-MOSFETS; NANOWIRE TRANSISTORS; BALLISTIC TRANSPORT;
D O I
10.1063/1.3488635
中图分类号
O59 [应用物理学];
学科分类号
摘要
Using a classification scheme based on carrier confinement type (electrostatic and spatial) and the degrees of freedom of the mobile carriers (3DOF, 2DOF, and 1DOF), strain effects on 3DOF to 1DOF silicon logic devices are compared from quantum confinement and device geometry perspectives. For these varied device geometries and types, the effects of strain-induced band splitting and band warping on the modification of the average conductivity effective mass and carrier scattering rates are evaluated. It is shown that the beneficial effects of strain-induced band splitting are the most effective for devices with little or no initial band splitting and become less so for devices with already large built-in band splitting. For these devices with large splitting energy, the potential for strain-induced carrier conductivity mass reduction through repopulation of lower energy bands and the suppression of optical intervalley phonon scattering are limited. On the other hand, for all devices without spatial confinement, a comparable amount of effective mass reduction occurs through favorable strain-induced band warping. Under spatial carrier confinement, much higher strain levels with respect to unconfined or electrically confined devices are required to observe strain-induced band warping in the band structure, with larger strain requirements as the confinement dimension decreases. In electrically confined volume-inversion devices, the favorable strain type required for carrier mass reduction results in increased surface scattering by bringing the carrier centroid closer to gate surfaces. However, for spatially confined volume-inversion devices, the favorable mechanical strain does not alter the carrier distribution in the device cross section. Consequently, strain is expected to be more effective in modification of low field carrier transport in electrically confined volume-inversion devices and less for spatially confined devices, with respect to conventional 2DOF planar metal-oxide-semiconductor field-effect transistors. On the other hand, for high-field quasiballistic transport, spatially confined devices, have the highest potential for strain-induced modification of device ballisticity, since the carrier backscattering ratio strongly depends on the surface roughness scattering rate at the source-end of the channel. (C) 2010 American Institute of Physics. [doi:10.1063/1.3488635]
引用
收藏
页数:24
相关论文
共 50 条
  • [41] Three-dimensional silicon integration
    Knickerbocker, J. U.
    Andry, P. S.
    Dang, B.
    Horton, R. R.
    Interrante, M. J.
    Patel, C. S.
    Polastre, R. J.
    Sakuma, K.
    Sirdeshmukh, R.
    Sprogis, E. J.
    Sri-Jayantha, S. M.
    Stephens, A. M.
    Topol, A. W.
    Tsang, C. K.
    Webb, B. C.
    Wright, S. L.
    IBM JOURNAL OF RESEARCH AND DEVELOPMENT, 2008, 52 (06) : 553 - 569
  • [42] Three-dimensional silicon integration
    Knickerbocker, John U.
    Andry, Paul S.
    Dang, Bing
    Horton, Raymond R.
    Interrante, Mario J.
    Patel, Chirag S.
    Polastre, Robert J.
    Sakuma, Katsuyuki
    Sirdeshmukh, Ranjani
    Sprogis, Edmund J.
    Sri-Jayantha, Sri M.
    Stephens, Antonio M.
    Topol, Anna W.
    Tsang, Cornelia K.
    Webb, Bucknell C.
    Wright, Steven L.
    IBM Journal of Research and Development, 2008, 52 (06): : 553 - 569
  • [43] Three-dimensional silicon micromachining
    Azimi, S.
    Song, J.
    Dang, Z. Y.
    Liang, H. D.
    Breese, M. B. H.
    JOURNAL OF MICROMECHANICS AND MICROENGINEERING, 2012, 22 (11)
  • [44] ONE-DIMENSIONAL, TWO-DIMENSIONAL, AND 3-DIMENSIONAL ARRAYS
    ADAMS, AT
    LEVIATAN, Y
    IEEE TRANSACTIONS ON ELECTROMAGNETIC COMPATIBILITY, 1987, 29 (04) : 314 - 316
  • [45] TWO-DIMENSIONAL OPTICAL-PROCESSING USING ONE-DIMENSIONAL INPUT DEVICES
    PSALTIS, D
    PROCEEDINGS OF THE IEEE, 1984, 72 (07) : 962 - 974
  • [46] Quantum effects in two-dimensional silicon carbide
    Herrero, Carlos P.
    Ramirez, Rafael
    JOURNAL OF PHYSICS AND CHEMISTRY OF SOLIDS, 2022, 171
  • [47] Quantum effects in two-dimensional silicon carbide
    Herrero, Carlos P.
    Ramírez, Rafael
    Journal of Physics and Chemistry of Solids, 2022, 171
  • [48] Three-dimensional transistors with two-dimensional semiconductors for future CMOS scaling
    Pal, Arnab
    Chavan, Tanmay
    Jabbour, Jacob
    Cao, Wei
    Banerjee, Kaustav
    NATURE ELECTRONICS, 2024, 7 (12): : 1147 - 1157
  • [49] Confinement effects in two-dimensional silicon structures
    Pascual-Gutierrez, Jose A.
    Murthy, Jayathi Y.
    Viskanta, Raymond
    HT2005: Proceedings of the ASME Summer Heat Transfer Conference 2005, Vol 1, 2005, : 371 - 380
  • [50] Fourier convergence analysis of two-dimensional/one-dimensional coupling methods for the three-dimensional neutron diffusion eigenvalue problems
    Lee, Hyun Chul
    Noh, Jae Man
    Joo, Hyung Kook
    Lee, Deokjung
    Downar, Thomas J.
    NUCLEAR SCIENCE AND ENGINEERING, 2007, 156 (01) : 74 - 85