1990
DOI: 10.1109/49.57814
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The analysis of crosstalk in multichannel wavelength division multiplexed optical transmission systems and its impact on multiplexer design

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Cited by 21 publications
(3 citation statements)
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“…It has been shown that in order to achieve crosstalk levels of less than −20 dB, a channel spacing of at least twice the filter selectivity is required [93]. Thus, for a source linewidth of 30 nm (that is, the linewidth of 1.5-m erbium-doped fiber amplifiers) and a channel selectivity of 0.15 nm, no more than 100 channels can be supported with crosstalk conditions better than −20 dB.…”
Section: Fig 19mentioning
confidence: 97%
“…It has been shown that in order to achieve crosstalk levels of less than −20 dB, a channel spacing of at least twice the filter selectivity is required [93]. Thus, for a source linewidth of 30 nm (that is, the linewidth of 1.5-m erbium-doped fiber amplifiers) and a channel selectivity of 0.15 nm, no more than 100 channels can be supported with crosstalk conditions better than −20 dB.…”
Section: Fig 19mentioning
confidence: 97%
“…1)p(1 ? p)I 2 1 =C 2 : (7) This uctuation degrades the BER just as receiver noise does. Considering crosstalk as another Gaussian noise, independent of receiver noise, yields a BER as follows:…”
Section: Nonsynchronous Clocksmentioning
confidence: 99%
“…For instance, 0 +2j 1 j = p(1?p)I 2 1 L 2 =C 2 for every 2 0; 1] with raised-cosine pulses. A = 0 pulse always has a xed worst-case 2 x equal to (7), independent of bit-skews, and a discrete random analysis (8) predicts its BER accurately. However, with increasing , the average crosstalk, 0 , decreases, and thus, the BER decreases.…”
Section: Nonsynchronous Clocksmentioning
confidence: 99%