2008
DOI: 10.1063/1.2836023
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Simulated [111] Si–SiGe terahertz quantum cascade laser

Abstract: The prospect of developing a silicon laser has long been an elusive goal, mainly due to the indirect band gap and large effective carrier masses. We present a design for a terahertz intersubband laser grown on the [111] crystal plane and simulate performance using a rate equation method including scattering due to alloy disorder, interface roughness, carrier-phonon, and Coulombic interactions. We predict gain greater than 40cm−1 and a threshold current density of 70A∕cm2.

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Cited by 24 publications
(17 citation statements)
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“…Prospects of developing such Si-based QCLs have been investigated theoretically. One approach stayed with the Si-rich SiGe/Si material system but instead of the conventional growth direction in (100), the structural orientation has been rotated to the [111] crystal plane [61]. Conduction band offset was calculated to be 160meV at the conduction band minima consisting of six-degenerate -valleys, sufficient for designing far IR QCLs.…”
Section: Conduction Band Si-based Qclsmentioning
confidence: 99%
“…Prospects of developing such Si-based QCLs have been investigated theoretically. One approach stayed with the Si-rich SiGe/Si material system but instead of the conventional growth direction in (100), the structural orientation has been rotated to the [111] crystal plane [61]. Conduction band offset was calculated to be 160meV at the conduction band minima consisting of six-degenerate -valleys, sufficient for designing far IR QCLs.…”
Section: Conduction Band Si-based Qclsmentioning
confidence: 99%
“…Several theoretical studies of Si-based QCLs exist, [6][7][8][10][11][12][13] but none have accounted for coherent transport effects (i.e., quantum tunneling and interactions with optical fields). Although semiclassical scattering-transport models can give good agreement with experimental results, 1,14 they neglect tunneling across barriers, and can predict unrealistically large spikes in current density and gain when electrons scatter between spatially-extended subbands.…”
Section: -11mentioning
confidence: 99%
“…[5] This gives a low gain coefficient and requires very thin layers to achieve quantum confinement. Alternative approaches, which avoid this problem include either moving to the (111) crystal orientation [6] or using the L-valleys in Ge-rich systems. [7] Charge transport simulations typically assume that abrupt changes in alloy composition are possible.…”
Section: Introductionmentioning
confidence: 99%