2005
DOI: 10.1016/j.optcom.2005.01.056
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Q penalties due to pump phase modulation and pump RIN in fiber optic parametric amplifiers with non-uniform dispersion

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Cited by 36 publications
(13 citation statements)
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“…There is a hint of an emerging error floor for the 'Medium' pump power at ftsp = 195.5 THz, which then develops significantly under 'High' power pumping. The increase of the penalty with both pump power and frequency separation of pump and signal is consistent with previous results in single-polarization FOPAs whereby the pump phase modulation used to counteract SBS causes rapid gain and phase changes to the signals, impacting performance [17][18][19]. It is hoped that future research into strained HNLF [20], will reduce or eradicate this penalty source as currently it is unavoidable in a single pump FOPA employing pump phase modulation.…”
Section: Ber Characterization Of Hpl-fopasupporting
confidence: 85%
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“…There is a hint of an emerging error floor for the 'Medium' pump power at ftsp = 195.5 THz, which then develops significantly under 'High' power pumping. The increase of the penalty with both pump power and frequency separation of pump and signal is consistent with previous results in single-polarization FOPAs whereby the pump phase modulation used to counteract SBS causes rapid gain and phase changes to the signals, impacting performance [17][18][19]. It is hoped that future research into strained HNLF [20], will reduce or eradicate this penalty source as currently it is unavoidable in a single pump FOPA employing pump phase modulation.…”
Section: Ber Characterization Of Hpl-fopasupporting
confidence: 85%
“…This is because there are numerous sources of potential penalty which cannot be captured via conventional measures such as optical noise figure. These sources would include pump-to-signal RIN or phase modulation (PM) transfer for example [17][18][19]. In the specific case of the HPL-FOPA, there is an additional potential source of penalty arising from non-optimized gain in the two pathsX/Y about the loop.…”
Section: Ber Characterization Of Hpl-fopamentioning
confidence: 99%
“…The phase modulation induces ~GHz gain fluctuations on the signals, thus effectively reducing SNR at the receiver. This has been shown to increase in severity away from the pump, and in particular for wavelengths beyond the gain peak [24][25][26]. This effect can be significantly reduced or removed by lowering the required level of pump phase modulation needed in the FOPA which can be accomplished by increasing the SBS threshold of the HNLF using an appropriate strain or temperature gradient [27], and will be the subject of further study.…”
Section: In-line Transmission System Resultsmentioning
confidence: 99%
“…The principal reason for such a difference is that the ASE originated in the pump Erbium booster amplifier, that is not completely suppressed by the band-pass filter, is then amplified by the parametric amplifier. It is important to note that  S is placed within the frequency region where the signal performance is not affected by the phase modulation used to suppress the SBS (Boggio et al, 2005a). This region for conventional (non-modulated pump) PA is the region of maximum www.intechopen.com gain; however, the gain bandwidth does not remain the same when the pump transmits either a bit "1" or "0", thus the change in bandwidth also modifies the spectral regions where the PM affects the signal performance.…”
Section: Resultsmentioning
confidence: 99%
“…On the other hand, the gain has a local minimum (within the region of interest) when  = 0, and its value is Boggio et al, 2005a). In other words, the parametric gain will be high if  T is small.…”
Section: Theory Of Parametric Interactions In Optical Fibersmentioning
confidence: 99%