DocumentCode :
39651
Title :
Continuously Tunable Fractional Hilbert Transformer by Using a Single \\pi -Phase Shifted FBG
Author :
Shahoei, Hiva ; Jianping Yao
Author_Institution :
Microwave Photonics Res. Lab., Univ. of Ottawa, Ottawa, ON, Canada
Volume :
25
Issue :
22
fYear :
2013
fDate :
Nov.15, 2013
Firstpage :
2225
Lastpage :
2228
Abstract :
A continuously tunable fractional Hilbert transformer (FHT) using a π-phase shifted fiber Bragg grating ( π-PSFBG) is proposed and experimentally demonstrated. An FHT has an output that is a weighted sum of the original input signal and its classical Hilbert-transformed signal. The classical Hilbert transform is implemented using a π-PSFBG. The output from the classical HT and the original input signal are controlled to be orthogonally polarized. The combination of the two signals at a polarizer would generate a weighted sum with the weighting coefficients determined by the angle between the principle axis of the polarizer and the polarization direction of the original input signal. A π-PSFBG is fabricated. The performance of the π-PSFBG as a classical HT is evaluated. The incorporation of the π-PSFBG into the proposed system to implement an FHT is studied. A continuously tunable FHT with a tunable fractional order of ρ = 0.7, 0.86, 0.92, 1, 1.06, 1.17, and 1.24 to perform Hilbert transformation of a Gaussian pulse with a temporal width of 80 ps is experimentally demonstrated.
Keywords :
Bragg gratings; Hilbert transforms; optical fibre fabrication; optical fibre polarisation; optical information processing; optical phase shifters; Gaussian pulse; PSFBG; continuously tunable fractional Hilbert transformer; fiber Bragg grating; polarization direction; polarizer; single π-phase shifted FBG; Bragg gratings; Microwave filters; Optical fibers; Optical polarization; Photonics; Tuning; Optical signal processing; fractional Hilbert transformer; phase shifted-fiber Bragg grating;
fLanguage :
English
Journal_Title :
Photonics Technology Letters, IEEE
Publisher :
ieee
ISSN :
1041-1135
Type :
jour
DOI :
10.1109/LPT.2013.2284574
Filename :
6621006
Link To Document :
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