Core Processing function reference
Rail0 – structure describing straight line
fi
t to 0 rail:
.S – row vector of signal values used for
fi
t, at which decision threshold
was set
.Q – inverse error function of bit error rate at decision threshold values S
.Mean – mean signal of 0 rail, based on straight line
fi
t
.Sigma – standard deviation of noise on 0 rail, based on straight line
fi
t
Rail1 – structure describing straight line
fi
t to 1 rail:
.S – row vector of signal values used for
fi
t, at which decision threshold
was set
.Q – inverse error function of bit error rate at decision threshold values S
.Mean – mean signal of 1 rail, based on straight line
fi
t
.Sigma – standard deviation of noise on 1 rail, based on straight line
fi
t
BoundValsOut – structure of boundary values to be passed to next block
AlertsOut – structure of alerts including any alerts raised during execution of
function
This function uses the decision threshold method [1] to estimate the Q-factor of a
component of the optical signal. The method is useful because it quickly gives
an accurate estimate of Q-factor (the output signal-to-noise ratio) even if there
are no bit errors, or if it would take a long time to wait for a suf
fi
cient number
of bit errors.
The actual signal vs. time, including noise and distortions, is provided as input S,
together with the true data sequence Seq it corresponds to. The function varies the
decision threshold and counts the number of bit errors at each decision threshold,
then
fi
ts a straight line to the points of (decision threshold, inverse error function
of bit error rate). The maximum decision threshold used (farthest away from the
middle of the rail) is just before the number of errors counted is too small to be
statistically signi
fi
cant.
The minimum decision threshold used in the straight line
fi
t (closest to the middle
of the rail) is given by MinStdDevFit. Negative values of MinStdDevFit are
acceptable. The value for MinStdDevFit is typically chosen by plotting the rails
from the middle of the rail
fi
rst (MinStdDevFit = 0), and then clipping to the
region where there is no curvature in the (.S,.Q) points.
References
N.S. Bergano, F.W. Kerfoot, C.R. Davidson, "Margin measurements in optical
ampli
fi
er systems," IEEE Phot. Tech. Lett., vol. 5, no. 3, p. 304-306, 1993.
OM4000D Series Coherent Lightwave Signal Analyzer
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Summary of Contents for OM4006D
Page 2: ......
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Page 22: ...Compliance information xvi OM4000D Series Coherent Lightwave Signal Analyzer...
Page 24: ...Preface xviii OM4000D Series Coherent Lightwave Signal Analyzer...
Page 100: ...Taking measurements 76 OM4000D Series Coherent Lightwave Signal Analyzer...
Page 146: ...Appendix D Automatic receiver deskew 122 OM4000D Series Coherent Lightwave Signal Analyzer...
Page 202: ...Appendix H Cleaning and maintenance 178 OM4000D Series Coherent Lightwave Signal Analyzer...
Page 205: ...Index W Waveform averaging 48 OM4000D Series Coherent Lightwave Signal Analyzer 181...