2016
DOI: 10.1063/1.4942891
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Tensile-strained germanium microdisks with circular Bragg reflectors

Abstract: We demonstrate the combination of germanium microdisks tensily strained by silicon nitride layers and circular Bragg reflectors. The microdisks with suspended lateral Bragg reflectors form a cavity with quality factors up to 2000 around 2 μm. This represents a key feature to achieve a microlaser with a quasi-direct band gap germanium under a 1.6% biaxial tensile strain. We show that lowering the temperature significantly improves the quality factor of the quasi-radial modes. Linewidth narrowing is observed in … Show more

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Cited by 22 publications
(31 citation statements)
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“…n>>m. In this case the resonant wavelength , can be approximated into an analytical expression only depending on the index (n,m), the disk radius and the effective index of vertically confined waves propagating in the Ge layer. From Equation 1 of [23] we obtain resonant wavelengths at 1772 nm, 1789 nm and 1830 nm, that can be associated to TE 0 (16,1), TE 1 (10,2) and TE 0 (15,2) respectively in quite good agreement with the experimentally observed mode positions. Note that these mode positions may vary by typically only +/-10nm for different combinations of (n,m) providing that the 2n+m value is kept constant.…”
Section: Methodssupporting
confidence: 82%
See 1 more Smart Citation
“…n>>m. In this case the resonant wavelength , can be approximated into an analytical expression only depending on the index (n,m), the disk radius and the effective index of vertically confined waves propagating in the Ge layer. From Equation 1 of [23] we obtain resonant wavelengths at 1772 nm, 1789 nm and 1830 nm, that can be associated to TE 0 (16,1), TE 1 (10,2) and TE 0 (15,2) respectively in quite good agreement with the experimentally observed mode positions. Note that these mode positions may vary by typically only +/-10nm for different combinations of (n,m) providing that the 2n+m value is kept constant.…”
Section: Methodssupporting
confidence: 82%
“…We consider TE polarization since it should be preferentially collected in the setup configuration, i. e. collection of emission from the top surface of the disk. The analysis in [23] is performed in a 2D analytical model considering quasi-radial modes, exhibiting small azimuthal index (m) with respect to radial index (n) i.e. n>>m. In this case the resonant wavelength , can be approximated into an analytical expression only depending on the index (n,m), the disk radius and the effective index of vertically confined waves propagating in the Ge layer.…”
Section: Methodsmentioning
confidence: 99%
“…In contrast to the conventional geometry in which the strained Ge gain medium is suspended in air 29 32 , our laser structures hold the strained Ge nanowire in close contact with silicon dioxide (SiO 2 ), which provides superior thermal conduction to the air gap while confining optical fields within the Ge layer (Supplementary Fig. 3 ).…”
Section: Resultsmentioning
confidence: 99%
“…The same laser threshold is obtained as for the smaller 9 µm diameter disks and increases with temperature reaching about 5 mW at 72 K (details in SI). Estimation of the disk heating under optical pumping, using Finite Element Modeling (FEM) 30,36 , can be found in the SI.…”
Section: /12mentioning
confidence: 99%