2020
DOI: 10.1364/oe.412839
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Back-side-on-BOX heterogeneously integrated III-V-on-silicon O-band discrete-mode lasers

Abstract: We demonstrate foundry-fabricated O-band III-V-on-silicon discrete-mode lasers. The laser fabrication follows the back-side-on-buried-oxide laser integration process and is compatible with complex, multilayer, silicon-on-insulator based platforms. A series of devices were characterized, with the best devices producing on-chip powers of nearly 20 mW with Lorentzian linewidths below 20 kHz and a side mode suppression ratio of at least 60 dB.

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Cited by 6 publications
(5 citation statements)
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“…2, how the wavelength-dependent change in threshold gain of the laser can be determined using a weighted Fourier transform of the distribution of perturbations along the device. The background theory describing the route to preferentially select a single-mode using the Fourier transform approach has been described in several previous publications [5,16,[18][19][20][21]. We describe here the key features of the method relevant to our later analysis.…”
Section: Theory Of Spectral Selection In Index-patterned Lasersmentioning
confidence: 99%
See 3 more Smart Citations
“…2, how the wavelength-dependent change in threshold gain of the laser can be determined using a weighted Fourier transform of the distribution of perturbations along the device. The background theory describing the route to preferentially select a single-mode using the Fourier transform approach has been described in several previous publications [5,16,[18][19][20][21]. We describe here the key features of the method relevant to our later analysis.…”
Section: Theory Of Spectral Selection In Index-patterned Lasersmentioning
confidence: 99%
“…In addition, the lasers have unique properties including narrow linewidth [3] and are robust against feedback [4]. The concept has recently been applied for Silicon-photonics integrated lasers [5]. The refractive perturbation can be achieved with a shallow slot or pit inserted in the waveguide [4,6].…”
Section: Introductionmentioning
confidence: 99%
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“…In this case, the index pattern constructed represents a discrete approximation to a continuous Fourier cosine transform of the real-space design function, corrected to allow for the variation of the amplitude of the modulation function w(ϵ) = sinh (α 1 ϵL) along the cavity. Further information on the detail of how the perturbation positions are selected to approximate to the continuous Fourier transform can be found in several publications, including [2,4], and is also described briefly in the next section. We note that the term cos (∆mπ) in Eq.…”
Section: S2 Theory Of Spectral Selection In Index-patterned Lasersmentioning
confidence: 99%