2010
DOI: 10.1109/jstqe.2009.2038072
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Discretely Tunable Laser Based on Filtered Feedback for Telecommunication Applications

Abstract: Abstract-A novel discretely tunable laser based on filtered feedback is presented. The semiconductor device consists of a FabryPerot laser with deeply etched broadband distributed Bragg reflector mirrors. Single-mode operation is achieved by using feedback from an integrated filter. This filter contains an arrayed waveguide grating wavelength router and a semiconductor optical amplifier gate array. Design, simulation, and the first characterization results of this new integrated filtered-feedback tunable laser… Show more

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Cited by 39 publications
(22 citation statements)
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“…While this device is limited to four channels, it can be easily scaled up to several tens of channels as mature CMOS-manufacturing technology allows the fabrication of high-quality AWGs on SOI. Moreover, fast tuning, increased side-mode suppression, and decreased mode hopping can be achieved by similar designs that are compatible with this study [87], [88].…”
Section: A Awg Multiwavelength Lasersupporting
confidence: 69%
“…While this device is limited to four channels, it can be easily scaled up to several tens of channels as mature CMOS-manufacturing technology allows the fabrication of high-quality AWGs on SOI. Moreover, fast tuning, increased side-mode suppression, and decreased mode hopping can be achieved by similar designs that are compatible with this study [87], [88].…”
Section: A Awg Multiwavelength Lasersupporting
confidence: 69%
“…The reflectivity of DBR HR is larger than 95% whereas DBR Out has a designed reflectivity of 66%, as trade-off between a low threshold current and large output power. The reflectivity of DBR FF controls the filtered feedback strength γ (1/ns), which can phenomenologically be described as [14] …”
Section: Distributed Bragg Reflector Designmentioning
confidence: 99%
“…Assuming the gates are pumped to transparency (A Gate = 1), γ = 11 ns −1 is obtained. With the feedback field being in phase with the propagating field, such filtered feedback strength can enable sub-ns wavelength switching times [14].…”
Section: Distributed Bragg Reflector Designmentioning
confidence: 99%
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“…After the intensity profile of the fundamental mode is found, we can determine the effective index of the overall waveguide, which is 3.1896 at λ =1550nm [23], [24]. Other methods, such as 3-dimensional finite-difference timedomain (3D FDTD) simulation, can also perform similar calculations at higher precision but with requirement of greater computer resources [18]. The DBR reflectivity can be then calculated by transmission matrix method [23].…”
Section: Design Of Distributed Bragg Reflectorsmentioning
confidence: 99%