Hi! There has been a few threads about odd/even mode impedance and I would like to throw in another one: Basically there are two types of differential pair for edge-coupled lines, one is loosely-coupled, with trace spacing much wider than trace width/height above ground; I find from my 2D field solver that only in this case you can obtain a 100 ohm differential impedance (or 50 ohm Zodd as mentioned in TDA's paper); To match the diff pair, you can either terminate each line with 50 ohm to ground or a 100 ohm across plus and minus; The second type is a tightly-coupled diff pair, with trace spacing equivalent to trace width and trace height against ground plane. In such case, I can't get a 100 ohm differential impedance (or 50 ohm Zodd) in my calculation with a realistic stackup and manufacturing constaints. Zodd is more likely in the region of 40-45 ohm range. To match the diff pair in this case, I need to terminate each line against ground with Zodd or 2*Zodd across plus and minus. (I did this with HSPICE on a very simple topology: Ideal voltage source (50ps rise time step pulse) -> transmission line -> load). This is intuitive since we can imagine that there is a virtual ground between plus and minus. My question: In reality, I saw many diff pair done in second case because of the space limit on already very dense board. In such case, I think instead of using standard 100 ohm termination (e.g., LVDS application), shouldn't we terminate the diff pair with smaller values to match the differential signal ? Thanks in advance Perry Qu ------------------------------------------------------------------ To unsubscribe from si-list: si-list-request@xxxxxxxxxxxxx with 'unsubscribe' in the Subject field For help: si-list-request@xxxxxxxxxxxxx with 'help' in the Subject field List archives are viewable at: //www.freelists.org/archives/si-list Old list archives are viewable at: http://www.qsl.net/wb6tpu