RE: [SI-LIST] : the old high-frequency return current model

Eric Bogatin (eric@bogent.com)
Mon, 4 Oct 1999 11:40:21 -0500

This is a multi-part message in MIME format.

------=_NextPart_000_0007_01BF0E5D.3DB235E0
Content-Type: text/plain;
charset="Windows-1252"
Content-Transfer-Encoding: 7bit

Brad, and others-

The recent discussion on the impact on differential pairs in crossing a
split in a plane has gotten me thinking about how we could do a quick
simulation, in the absence of doing a 3D FDTD simulation of the actual
currents and voltages. This was a very good suggestion, and I also await to
see the film.

Here's one approach that I tried and would like folk's opinions on. It has
certainly opened my eyes a bit at how robust differential pairs are.

Consider a coupled, microstrip differential pair that is 7 inches long. At
the three inch point, the plane on the back side is etched off for a length
of 1 inch. This is an extreme case of a differential pair passing over a
split in the ground plane.

For the special case of lines 5 mils wide, 5 mil spaced, with a 2.9 mil
thick dielectric to the return plane, the matrix elements of the two lines
are: Z11 = 52.4 Ohms and Z12 = 5.2 Ohms. I got these from my trusty Ansoft
Maxwell 2D Extractor, 2D field solver. This gives a diff Z0 of 2 x
(52.4 -5.2) = 94.6 Ohms.

In the region where the plane has been removed, the single sided Z0 is 160
Ohms. It is interesting to note that the field pattern of the single ended
coplanar lines is the same as the differentially driven coupled microstrip.
The difference, of course, is that the presence of the return plane
dramatically changes the specific value of the characteristic impedance of
the differential pair vs the single ended. From
the differential signal's perspective, it will see an impedance
discontinuity of 95 Ohms in the microstrip area and then 160 Ohms for the 1
inch distance, and back to 95 Ohms. The common mode will see an impedance of
57 Ohms in the microstrip region and infinite in the coplanar region. I
think this is how the gap will "block"
common mode signals, as D.C. was alluding to. Basically, the common mode
impedance is open in the gap region, but the differential mode impedance is
only about 80% larger in the gap.

To first order, this will be the main effect the signal sees in crossing the
gap. We all agree that there will be mixing of the return paths in the plane
within a few line widths of the traces, at the edge of the gap. This is
probably on the order of 20 mils. I think this discontinuity will be small,
compared to the 1,000 mil discontinuity of the 95 Ohms to 160 Ohms
transition. If this is the case, we can simulate the common and differential
mode signals with a tool like Hyperlynx to look at the magnitude of the
signal degradation. A number of folks pointed out that yes, there will be a
discontinuity, but if you keep the lengths short compared to a rise time, it
might not affect the noise margin much.

In order to use Hyperlynx to simulate this structure, we have to trick it
into seeing the coplanar region as a coupled microstrip region, as it
assumes perfect planes as return paths for all signal lines. We do this by
using a 2.9
thick dielectric for the differential sections and using a 50 mil thick
dielectric for the coplanar region. Using my trusty Ansoft 2D field solver,
I found that for two coupled microstrips, as long as the dielectric to the
return plane is thicker than 15 mils, the differential impedance saturates
at 140 Ohms. The common mode impedance continues to rise, however, as the
plane is lowered.

This is a bit lower than the 160 Ohms of the single ended line with no
return plane, and the dielectric 2.9 mils thick, since in the case of just
thicker dielectric over the plane, there is field in the thick dielectric
and higher capacitance, and hence, lower impedance. The difference is small,
and I went ahead and used the two coupled microstrip, with 50 mil thick
dielectric, as my gap region. The common mode impedance was 320 Ohms- large
compared to the 57 Ohms common mode impedance of the front of the line.

The Hyperlynx circuit I set up has three diff pairs in series. The first
section is 3 inches long, 95 Ohm. The next section is 1 inch long, 140 Ohms
and the third is 95 Ohm, 3 inches long. Each trace is defined by its cross
section, taking advantage of the built in field solver to calculate the
matrix elements. I have independently verified the Hyperlynx field solver to
be within 1-2% of the Ansoft tool. I used a differential TDR as the source,
with a 100 psec rise time. (The 1 inch gap is about 130 psec long) The end
of the lines are differentially terminated with 95 ohms.

Slide 1, in the attached file, is the near end response of one channel
of the TDR and its far end response, TDT, and the differential signal at the
far end. I compare the response of the differential pair with a 1 inch gap
and a 0.1 inch gap. You see the impedance discontinuity of the gap in the
TDR, as you expect, a little distortion in the TDT, and very little effect
in the differential response. The impact from a 0.1 inch gap, maybe more
realistic even with 100 psec rise times, is almost non existent. This
suggests that the differential signals are not impacted much by the gap.

However, as many have pointed out, the real problem with differential lines
is when there is an asymmetry, as with driver skew. In Slide 2, I compare
the same traces, with a delay of 50 psec in the second driver, but recorded
at the far end. The two unmarked scope traces are the + and - signal lines.
The green is the differential signal. The skew is 1/2 a
rise time, and might be a common magnitude of delay. Again the differential
signal is not degraded very much- at most, its rise time is slowed down a
bit, but the signal quality is good. The big impact is the generation of
common mode voltages (and currents) on the other side of the gap. I can't
plot common mode voltage in Hyperlynx, but you can see it clearly in the
ripples that move in step at the receiver side. Note that without a gap, you
still get some common mode generated from the driver skew, its just cleaner.

I looked at the near end waveforms, at the source, with and without a skew,
and these show the generation of large common mode noise with the skew, and
low values without the skew. I would have appended this figure, but this
list allows a max posting size of 60k, and I couldn't fit it in this note.

Conclusion: The gap will be an impedance discontinuity to the differential
signals, and the common mode signals. The differential signals in passing
over the gap are relatively clean, as they see a short, series,
discontinuity. Unavoidable asymmetries in the lines and
drivers will cause larger common mode voltages, since the common mode
impedance discontinuity is larger. The reflected signals will scale
with the TD of the gap. If the skew is ever comparable to the rise time,
series
termination might be needed to dampen the reflected common mode signals. The
quickest way to get an intuitive and quantitative feel for the behavior of
the differential and common mode signals is to look at the size and length
of the differential and common mode impedance discontinuity a gap or other
uncontrolled effect presents.

The recent discussion on this topic has been very timely for me, as I am
working on a paper for DesignCon with Mike Resso of HP and Steve Bird of
Hadco, on differential impedance analysis with TDR. Based on the last few
weeks' discussions, I am adding a test structure to our board that has a
split plane.

Comments are always welcome.

--eric

Eric Bogatin
BOGATIN ENTERPRISES
Training for Signal Integrity and Interconnect Design
26235 W. 110th Terr.
Olathe, KS 66061
v: 913-393-1305
f: 913-393-1306
pager: 888-775-1138
e: eric@bogent.com
web: www.bogatinenterprises.com

------=_NextPart_000_0007_01BF0E5D.3DB235E0
Content-Type: application/ms-tnef;
name="winmail.dat"
Content-Transfer-Encoding: base64
Content-Disposition: attachment;
filename="winmail.dat"
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------=_NextPart_000_0007_01BF0E5D.3DB235E0--

**** To unsubscribe from si-list: send e-mail to majordomo@silab.eng.sun.com. In the BODY of message put: UNSUBSCRIBE si-list, for more help, put HELP. si-list archives are accessible at http://www.qsl.net/wb6tpu/si-list ****