2010
DOI: 10.1117/12.847174
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Ultra-narrowband fiber Bragg gratings for laser linewidth reduction and RF filtering

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Cited by 24 publications
(9 citation statements)
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“…Generally, onchip waveguide losses have limited the grating lengths to less than a few mm, and higher index perturbations to the waveguide were necessary to increase the net reflection. With a low loss waveguide platform, lower coupling constant, kappa ( κ ), values can be utilized to lengthen the grating, thus reducing the linewidth to the performance level of fiber Bragg gratings [6] and lasers utilizing those gratings [7,8]. These narrow bandwidths pave the way for sub-kHz lasing linewidths with monolithically integrated lasers, for instance, by coupling to Si/III-V active devices as previously demonstrated [9].…”
Section: Introductionmentioning
confidence: 99%
“…Generally, onchip waveguide losses have limited the grating lengths to less than a few mm, and higher index perturbations to the waveguide were necessary to increase the net reflection. With a low loss waveguide platform, lower coupling constant, kappa ( κ ), values can be utilized to lengthen the grating, thus reducing the linewidth to the performance level of fiber Bragg gratings [6] and lasers utilizing those gratings [7,8]. These narrow bandwidths pave the way for sub-kHz lasing linewidths with monolithically integrated lasers, for instance, by coupling to Si/III-V active devices as previously demonstrated [9].…”
Section: Introductionmentioning
confidence: 99%
“…These gratings are widely used in filters, sensors, and semiconductor lasers as a wavelength selective element, much like the ring resonator. The bandwidth of the grating is directly proportional to power coupling coefficient , and therefore can be minimized by reducing the perturbation strength of the grating [33]. At the same time, the length (L) of the grating should be long enough (L ~ 1) and the loss of the waveguide must be low in order to obtain sufficient reflection.…”
Section: Narrow Bandwidth Bragg Gratingsmentioning
confidence: 99%
“…These gratings are widely used in filters, sensors, and semiconductor lasers as a wavelength selective element, much like the ring resonator. The bandwidth of the grating is directly proportional to power coupling coefficient κ, and therefore can be minimized by reducing the perturbation strength of the grating [39]. At the same time, the length (L) of the grating should be long enough (κL ~ 1) and the loss of the waveguide must be low in order to obtain sufficient reflection.…”
Section: Narrow Bandwidth Bragg Gratingsmentioning
confidence: 99%