After yesterday measurements, I had asked ChatGPT what RL to expect for a good 50Ω load 0-3.2GHz and the answer was high-quality load (metrology-grade, precision loads) better than -45 dB up to 3 GHz. Standard lab-grade (high-quality but not metrology grade) better than -35 dB to -40 dB across 3.2 GHz. General purpose 50 Ω terminations (not for precision calibration) -30 dB or worst at higher frequencies. Based on this I keep my modest aim on getting loads -35 dB or better, if I can help it.
As pointed out by virtualparticles, the return loass of your calibration load is what dictates how accurately you can measure return loss in your DUT.
See image attached showing the error, from this document:
https://markimicrowave.com/assets/e01dd483-b079-4da5-9d03-79b6db1f5969/directivity_and_vswr_measurements.pdf(In an OSL calibration, when the Load is assumed perfect, the Directivity error is exactly the same as the true Return Loss of your calibration load)
For my calibration/measurements, I had increased the trace point to 2000 for 0-3.2GHz. Surprised hendorog uses the default 201 points for 0-7.5GHz. On the other screen covering ANNE-50+ and ANNEF-50+, S11 and S22 respectively, to 8.5 GHz I cannot see the number of points. Should not make a hughe difference but couldn't that miss some peaks or valleys, if present?
Potentially, but would have made that measurement and calibration take significantly longer.
In my first post, which had measurements done on a Siglent SNA, I used 500Hz IFBW, no averaging and 2001 points. Sweep time 3.5 seconds.
In the second post, which had measurements done on a Siglent SSA, I used 100 averaging and 201 points. Sweep time 6.4 seconds (incl averaging). Sweep time would have been 64 seconds with 2001 points and 100 averages. Not worth it for measuring a load which was already known good.
The SSA does not permit IFBW adjustment, much to my dismay.
Couple of further points:
Slowing down the measurements with too much averaging and/or too many points on a low end VNA can be worse because they drift more.
Taking more time to measure means the instrument can drift quite far between completing the Load calibration step, and completing your measurement.
The SNA is very stable in comparison to the SSA.
And of course:
Something which has a sharp enough notch response that you cannot see it in the GHz range with 200 points means it has about 37 MHz bandwidth. Seems a bit unlikely to happen by accident in a load.
Hendorog's female ANNE dropping roughly from -40 dB to -75 dB after removal and reinsertion is crazy, no? When I measured the Smith charts I first looked at the RL (after power cycle, calibration recall, had even removed N-to-SMA and put back to restore same cal plane, etc) and the RL for all loads looked indistinguishable from the original uploaded measurements (to my uncalibrated eye).
Sorry I was not very clear and so you missed the point I was making with that image.
The -75dB images in both of my posts were of the same Agilent load which I used in the calibration. In the first post, from the SNA, I disconnected and reconnected the same load used for the calibration. In the second post it was just left on the port and measured.
This will always result in an excellent return loss, as the VNA is almost always set to assume the cal load is perfect.
If I had not disconnected and reconnected it, and instead made the load the last measurement in the calibration, then the return loss trace on the SNA can be below -100dB
This number tells us nothing about the calibration load itself. I could have used the ANNE load or an ultra cheap NanoVNA load for the calibration, and I would get the same result.
Hendorog's cal load on SSA3075XR with 100 averages is showing roughly below -60 dB (around -70 dB even), and without averages roughly at -40 dB (similar to my measurement). Question. Shouldn't we care about the worst case RL and engage max hold instead of any averaging? (I think I'm gong to try that, unless I hear it makes no sense).
In my original measurements for RL, I had 10 averages on, but at around 1-2 sec sweep time (cannot recall) I probably did not even wait all 10 runs before taking screenshots. For Smith I do not think I turned on averaging at all. On hendorog's measurement to 7.5GHz of the calibration load I see the same (lots of) jagged edges (be it noise or uncertainty??), same as the measurement of my ANNE cal load (immediately after calibration without removing it). Curious to know why measuring whatever cal load is used results in a more jagged trace than measuring loads other than the reference cal load, independent of overall badness of RL of each load. (Will try to cal with my Long1 and then measure my ANNE, expect the jaggedness to go away, even if I don't know why).
The spikes are due to the noise of the VNA.
So max hold will measure the peak of the VNA noise as well as what is measured from the DUT. It will also capture the drift of the VNA very nicely.
When you are measuring the same load you used in the calibration, then by definition there is no reflection from the DUT being measured. Any reflection is calibrated out - because it is used to determine the Directivity error of the VNA.
@joeqsmith I like your "the VNA was the limiting factor, not the cheap standards I use with them" comment and since I have a NanoVNA-F3 will try and experiment to see what I find now that I know a bit more about he quality of my loads (how good or bad the NanoVNA is compared with the Siglent, using same loads).
Try on different VNA's:
OSL calibration and then measure the same load without disconnecting it.
See how low you can get the trace by messing with averaging and IFBW (if available), and how long it stays in one place. That tells you something about the quality of the VNA.
Just learning all this and, overall, I am very pleased nobody mentioned DCR in their responses, a topic that was very popular on older posts in this thread ;-)
This is where the Smith chart is useful. You can turn on a marker and you should see a resistance close to the DCR of the load _when the marker is close to the DC end_ of the frequency range. Then observe how it changes as you increase the frequency.