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ed,No i have no reference to "phase noise amplification", it is a term i heard used back in 2004 to refer to the fact that odd-even jitter seemed to grow with channel loss. I never liked the term and if it is no longer used that is good. I prefer to look at the special problem with odd-even jitter as being due to the fact that odd-even jitter was is modulation at (baud rate)/2. This put sidebands on all the data spectral components, one of which got pushed up to higher frequency where it got attenuated away, and one got pushed to low frequency where it was not attenuated and cause baseline wander. The baseline wander caused shifts in zero crossings, called jitter. If you look at a simple alternating 10 pattern, dc coupled, you will see how a small amount of odd-even jitter will cause a small baseline shift. After a long channel, the baseline shift will still be there but the 10 pattern will be attenuated into a small sine wave which might not even cross zero due the baseline shift.
charles |--------------------------------------------------------------------|| Charles Moore | Avago Technologies
| APD | charles.moore@xxxxxxxxxxxxx | (970) 288-4561 |--------------------------------------------------------------------| Ed Sayre wrote:
Charles: Do you have a reference to "phase noise amplification"? Ed Dr. Edward P. Sayre, P. E. North East Systems Asscoiates, Inc. 9 Maple Lane PO Box 807 Marshfield, MA 02050 USA [T]: +1-781-837-9088 [C]: +1-978-314-4940 [E]: esayre@xxxxxxxx -----Original Message-----From: Charles Moore [mailto:charles.moore@xxxxxxxxxxxxx] Sent: Wednesday, August 08, 2012 4:18 PMTo: STDS-802-3-100GCU@xxxxxxxxxxxxxxxxx Subject: [802.3_100GCU] measuring odd-even jitter guys,All of the standard PRBS patterns have odd lengths. If the pattern twice, every possible transition will occur twice, once as an even numbered transition once as an odd numbered transition. If you measure the average jitter (deviation from some ideal, equally spaced transitiontime) on all even numbered transitions and the average jitter on all oddnumbered transitions the difference, divided by 2, will be the odd-even jitter. On average the odd and even transitions will suffer the same ISI shift and error due to improperly chosen threshold so the differencewill be free from these effects. This gives a very clean way of measuring odd-even jitter.One error will occur if there is substantial loss at Nyquist due to the mystically named "phase noise amplification", which will expand (amplify) odd-even jitter but it will not create it.charles