[SI-LIST] Re: AC Coupling bandwidth Consideration for 8b/10b

  • From: wolfgang.maichen@xxxxxxxxxxxx
  • To: Mike Harwood <Mike@xxxxxxxxxxxxxx>
  • Date: Thu, 14 May 2009 10:36:49 -0700

One other thing to keep in mind is that you don't want to go overboard 
with the time constant either. Two reasons are
- larger time constant means longer time for the levels to settle to 
steady values (the waveform drifts at the beginning of the pattern and 
needs a certain number of warmup cycles, given by the time constant of 
your R-C filter; note that effective resistance R=100 Ohm for a 50 Ohm 
line because the capacitor "sees" the two line segments in series). 

- larger capacitors tend to have larger parasitics (inductance and 
resistance), which degrades your signal fidelity.

So for the given bit rate a capacoitor value between 10nF anf 100nF 
(assuming 50 Ohm line impedance) is the sweet spot (and thus the common 
choice). Those values are easily available in small, low-inductance 
packages.

Wolfgang







Mike Harwood <Mike@xxxxxxxxxxxxxx> 
Sent by: si-list-bounce@xxxxxxxxxxxxx
05/14/2009 01:46 AM

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[SI-LIST] Re: AC Coupling bandwidth Consideration for 8b/10b







As well as the longest run length you need to pay attention to the 
disparity in the number of 1's and 0's. For a 8b10b pattern of at least 
20 bits I believe that the disparity is never greater than 2 and the 
greatest number of consecutive bits is 5. Generally 8b10b patterns are 
reasonably well behaved in this regard and that's why people put up with 
the 20% coding overhead.

Rearranging V=V0 * e(-t/CR) for a 1% droop in 5 bits (5ns) gives 
CR=497ns and equates to about 10nF in a 50 Ohm environment. I'd say that 
75nF gives a good degree of marging.

Another interesting concept in choosing the DC coupling cap value is the 
type of receiver used and the channel between TX & RX. Signals 
tranmitted through long (say >18") of FR4 can take several tens of bits 
to settle fully at 1Gb/s. This is a low pass effect easily determined by 
examining the pulse response. If this effect is not corrected in the 
receiver equalizer then some level of droop in the high pass filter is 
desirable. I've seen performance  improvements in higher speed SerDes 
with this correction.

Mike.


It's just a single pole HPF.  Calculate C based on the longest run 
interval, the acceptable percentage droop and the line impedance.

Steve.
Neo wrote:

> > Hi,
> > 
> > How we calculate the necessary HPF bandwidth for a say 1Gb/s 8b10b 
coded NRZ bit stream?
> > I think in some spec it is defined as 75nF and 50ohm. What's the 
theory behind this number? 
> > 
> > Thanks,
> > Neoflash
> > 
> >
> >
> > 
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