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•
Jitter Mean
Mean value for total jitter. Calculated as the weighted average of the left edge
jitter histogram.
•
Random Jitter RMS
The total jitter component with Gaussian distribution. After transforming a
contiguous range of measured points into Q space and performing a linear
regression, it is calculated as the mean of the sigmas of the two straight lines.
The contiguous range is limited by the the BER Threshold and the
Min. BER
for RJ/DJ Separation
threshold.
•
Deterministic Jitter
The total jitter component with non-Gaussian distribution. After transforming
a contiguous range of measured points into Q space and performing a linear
regression, it is calculated as the period minus the difference between the
means of the two straight lines.
•
Estimated Total Jitter
A forecast of the expected jitter for very low bit error rates. After extrapolating
the measured BER curves, it is calculated as the period minus the expected
width of the eye opening.
•
No. of points
This is the number of points that has been measured between the BER
Threshold and the
Min. BER for RJ/DJ Separation
threshold. It is displayed
for both slopes. This number has to be greater than 2 for the RJ, DJ, and
estimated TJ values to be applicable.
•
R^2 values
The R^2 values are calculated for both slopes of the bathtub curve. They are a
measure of how well the transformed points between
BER Threshold
and
Min.
BER for RJ/DJ Separation
fit to the linear regression. They have to be greater
than 0.75 for the RJ, DJ, and estimated TJ values to be applicable.
Unavailable Values
Under certain circumstances, some numerical results are not available. This is
indicated by
<invalid>
or
<not applicable>
in the numerical results table below
the measurement graphic.
•
<invalid>
indicates that the value could not be calculated. This is the case, for
example, for phase margin, when the BER threshold is set to high values and
does not intersect with the bathtub curve.
•
<not applicable>
indicates that the value could be calculated, however is not
shown because quality criteria are not met. This is the case, for example, for
RJ/DJ results, when the r^2 value of one or both edges is <0.75. Even though
Advanced Analysis
6
Agilent J-BERT N4903B High-Performance Serial BERT
261
Содержание J-BERT N4903B
Страница 1: ...S Agilent J BERT N4903B High Performance Serial BERT User Guide s Agilent Technologies ...
Страница 10: ...10 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 36: ...1 Planning the Test 36 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 60: ...2 Setting up External Instrument s 60 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 120: ...3 Setting up Patterns 120 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 360: ...6 Advanced Analysis 360 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 468: ...8 Jitter Tolerance Tests 468 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 486: ... Input Timing Setup 2 Input Timing Setup 3 9 Solving Problems 486 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 487: ... Input Timing Setup 4 Input Timing Setup 5 Solving Problems 9 Agilent J BERT N4903B High Performance Serial BERT 487 ...
Страница 524: ...9 Solving Problems 524 Agilent J BERT N4903B High Performance Serial BERT ...
Страница 566: ...10 Customizing the Instrument 566 Agilent J BERT N4903B High Performance Serial BERT ...