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They are referred to by their pattern lengths, which are powers of 2. Longer pattern
lengths give a better approximation of random data and provide a more rigorous
test for the device. However, the pattern repetition time is significantly longer.
PRBS patterns provide a means to simulate the type of traffic that a system is likely
to see: random traffic. They also enable you to stress your system to its limits,
because large patterns that include long strings of 1's or 0's are more stressful.
The patterns are easy to generate and can measure at high speeds, because they
are sent repeatedly and can be predicted. Pattern synchronization, for example, is
very fast. When you compare the sequence with itself, you get 50% errors in all
positions, except when the pattern is exactly aligned.
Hardware-generated PRBSs are non-inverted PRBS 2^n -1 patterns that allow high-
speed measurement of random traffic. They enable stressful testing of devices,
because large patterns contain long strings of 0's and 1's.
Software-generated PRBSs are non-inverted PRBS 2^n patterns. They are also
called PRBN patterns. These patterns are useful for applications where the pattern
length must be an even number. The Serial BERT provides variations of software-
generated PRBS patterns, allowing you to set a pattern's mark density (ratio of 1's)
and zero substitution. These features make it easier for you to run specific stress
tests on your DUT.
The following figure illustrates the PRBS-based patterns available with the Serial
BERT:
PRBS
2^n-1 PRBS
Hardware-Generated
2^n PRBS
Software-Generated
Pure
2^n PRBS
2^n PRBS Mark
Density
2^n PRBS
Zero Substitution
Digital non-return to zero (NRZ) data has a (sin x/x)^2 characteristic frequency
spectrum. The PRBS frequency spectrum follows this envelope, with line spectra
of spacing related to the sequence repetition rate. The longer the sequence before
it repeats, the narrower the line spacing (closer to a continuous spectrum).
Line spacing = bit rate/sequence length
The closer to a continuous spectrum, the more the test signal looks like an analog
noise source. The benefit of this is that such a stimulus shows any frequency-
dependent effects in a device under test. For example, a clock recovery circuit
Setting up Patterns
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Agilent J-BERT N4903B High-Performance Serial BERT
63
PRBS Frequency Spectrum
Summary of Contents for J-BERT N4903B
Page 1: ...S Agilent J BERT N4903B High Performance Serial BERT User Guide s Agilent Technologies ...
Page 10: ...10 Agilent J BERT N4903B High Performance Serial BERT ...
Page 36: ...1 Planning the Test 36 Agilent J BERT N4903B High Performance Serial BERT ...
Page 60: ...2 Setting up External Instrument s 60 Agilent J BERT N4903B High Performance Serial BERT ...
Page 120: ...3 Setting up Patterns 120 Agilent J BERT N4903B High Performance Serial BERT ...
Page 360: ...6 Advanced Analysis 360 Agilent J BERT N4903B High Performance Serial BERT ...
Page 468: ...8 Jitter Tolerance Tests 468 Agilent J BERT N4903B High Performance Serial BERT ...
Page 524: ...9 Solving Problems 524 Agilent J BERT N4903B High Performance Serial BERT ...
Page 566: ...10 Customizing the Instrument 566 Agilent J BERT N4903B High Performance Serial BERT ...