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Letters to Nature

Nature 409, 69-71 (4 January 2001) | doi:10.1038/35051054; Received 28 September 2000; Accepted 2 November 2000

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Computational design of direct-bandgap semiconductors that lattice-match silicon

Peihong Zhang1, Vincent H. Crespi1, Eric Chang2, Steven G. Louie2 & Marvin L. Cohen2

  1. Department of Physics, The Pennsylvania State University, 104 Davey Lab, University Park, Pennsylvania 16802-6300, USA
  2. Department of Physics, University of California at Berkeley, Berkeley, California 94720 and Materials Sciences Division, Lawrence Berkeley Laboratory, Berkeley, California 94720, USA

Correspondence to: Vincent H. Crespi1 Correspondence and requests for materials should be addressed to V.H.C. (e-mail: Email: crespi@phys.psu.edu).

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Crystalline silicon is an indirect-bandgap semiconductor, making it an inefficient emitter of light. The successful integration of silicon-based electronics with optical components will therefore require optically active (for example, direct-bandgap) materials that can be grown on silicon with high-quality interfaces. For well ordered materials, this effectively translates into the requirement that such materials lattice-match silicon: lattice mismatch generally causes cracks and poor interface properties once the mismatched overlayer exceeds a very thin critical thickness. But no direct-bandgap semiconductor has yet been produced that can lattice-match silicon, and previously suggested structures1 pose formidable challenges for synthesis. Much recent work has therefore focused on introducing compliant transition layers between the mismatched components2, 3, 4. Here we propose a more direct solution to integrating silicon electronics with optical components. We have computationally designed two hypothetical direct-bandgap semiconductor alloys, the synthesis of which should be possible through the deposition of specific group-IV precursor molecules5, 6 and which lattice-match silicon to 0.5–1% along lattice planes with low Miller indices. The calculated bandgaps (and hence the frequency of emitted light) lie in the window of minimal absorption in current optical fibres.