J. Semicond. > 2008, Volume 29 > Issue 9 > 1670-1673

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Band Edge Model of (101)-Biaxial Strained Si

Song Jianjun, Zhang Heming, Dai Xianying, Hu Huiyong and Xuan Rongxi

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Abstract: A band edge model in (101)-biaxial strained Si on relaxed Si1-xGex alloy,or monoclinic Si (m-Si),is presented using the k·p perturbation method coupled with deformation potential theory.Results show that the [001],[001],[100],[100] valleys constitute the conduction band (CB) edge,which moves up in electron energy as the Ge fraction (x) increases.Furthermore,the CB splitting energy is in direct proportion to x and all the valence band (VB) edges move up in electron energy as x increases.In addition,the decrease in the indirect bandgap and the increase in the VB edge splitting energy as x increases are found.The quantitative data from the models supply valuable references for the design of the devices.

Key words: strained Siband edgek·pmethod

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    Received: 18 August 2015 Revised: 05 May 2008 Online: Published: 01 September 2008

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      Song Jianjun, Zhang Heming, Dai Xianying, Hu Huiyong, Xuan Rongxi. Band Edge Model of (101)-Biaxial Strained Si[J]. Journal of Semiconductors, 2008, In Press. Song J J, Zhang H M, Dai X Y, Hu H Y, Xuan R X. Band Edge Model of (101)-Biaxial Strained Si[J]. J. Semicond., 2008, 29(9): 1670.Export: BibTex EndNote
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      Song Jianjun, Zhang Heming, Dai Xianying, Hu Huiyong, Xuan Rongxi. Band Edge Model of (101)-Biaxial Strained Si[J]. Journal of Semiconductors, 2008, In Press.

      Song J J, Zhang H M, Dai X Y, Hu H Y, Xuan R X. Band Edge Model of (101)-Biaxial Strained Si[J]. J. Semicond., 2008, 29(9): 1670.
      Export: BibTex EndNote

      Band Edge Model of (101)-Biaxial Strained Si

      • Received Date: 2015-08-18
      • Accepted Date: 2008-03-14
      • Revised Date: 2008-05-05
      • Published Date: 2008-09-03

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