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diff --git a/bibliography.bib b/bibliography.bib index d10ede8..82394a3 100644 --- a/bibliography.bib +++ b/bibliography.bib @@ -7437,3 +7437,15 @@ doi = {10.1080/09500340.2016.1148212}, abstract = "We describe a subluminal laser which is extremely stable against perturbations. It makes use of a composite gain spectrum consisting of a broad background along with a narrow peak. The stability of the laser, defined as the change in frequency as a function of a change in the cavity length, is enhanced by a factor given by the group index, which can be as high as 105 for experimentally realizable parameters. We also show that the fundamental linewidth of such a laser is expected to be smaller by the same factor. We first present an analysis where the gain profile is modeled as a superposition of two Lorentzian functions. We then present a numerical study based on a physical scheme for realizing the composite gain profile. In this scheme, the broad gain is produced by a high pressure buffer-gas loaded cell of rubidium vapor. The narrow gain is produced by using a Raman pump in a second rubidium vapor cell, where optical pumping is used to produce a Raman population inversion. We show close agreement between the idealized model and the explicit model. A subluminal laser of this type may prove to be useful for many applications." } +@article{laserFeedbackApplication2017OE, +author = { Jiyang Li,Haisha Niu,Yan Xiong Niu}, +title = {Laser feedback interferometry and applications: a review}, +journal = {Optical Engineering}, +volume = {56}, +number = {}, +pages = {56 - 56 - 20}, +abstract = {The progress on laser feedback interferometry technology is reviewed. Laser feedback interferometry is a demonstration of interferometry technology applying a laser reflected from an external surface, which has features including simple structure, easy alignment, and high sensitivity. Theoretical analysis including the Lang–Kobayashi model and three-mirror model are conducted to explain the modulation of the laser output properties under the feedback effect. In particular, the effect of frequency and polarization shift feedback effects are analyzed and discussed. Various applications on various types of lasers are introduced. The application fields range from metrology, to physical quantities, to laser parameters and other applications. The typical applications of laser feedback technology in industrial and research fields are discussed. Laser feedback interferometry has great potential to be further exploited and applied.}, +year = {2017}, +doi = {10.1117/1.OE.56.5.050901}, +URL = {https://doi.org/10.1117/1.OE.56.5.050901} +} |