Calibrating a 10mOhm shunt is "easy".
What is your procedure to calibrate a 10 mOhm resistor in your lab?
At how many points between a low current and full scale current do you check for linearity?
Very interesting with your 4000A of multiple current sources.
With my two Agilent 6V / 100A PSUs I just can reach 200A.
Well, we did characterization, and concluded that 2x2 point calibration is good enough for our specification. I think we verified hundreds different scenarios on a new design. Different output voltages, currents, rise and fall times...
2x2 because sourcing and sinking current was separately calibrated. Keep in mind that we were selling machines, which had two to four ranges (50A the largest), and 80-120 channels, so calibrating these took hours. Any other measurement point would extend the calibration time by hours, which would mean increasing the lead time.
The procedure for the 50A range is the following. We had our reference 2 mOhm shunt. It was an Isabellenhütte RUGZ. 1ppm/K, 250W max power (we used 5W from this), on a big heatsink. Full scale was 100mV, this went into a 34410A. The two points were 10% and 90%. The reference shunt went for traceable calibration every year. I think it should have been more often, they drifted quite a lot.
We weren't just calibrating just the shunt of course, but the machine as a current source. Together with the AFE and the digital control values. But the principle is the same.
And I write past tense, because I'm not working there anymore. In fact, I think it was 2mOhm shunt built in, not 10... Memory.
In principle, if one can design a current source, then can calibrate any kind of shunt. The downside, you need a lot of equipment for it. For example, if we wanted to to (mis) use our stuff to calibrate a 0.2mOhm shunt, with 500A, it was just the matter of connecting them in parallel. Because the AFE is built in. But if you want to do it at home, you need 11 mulitmeters for it, simultaneously measuring all the 2mOhm shunts and the 0.2mOhm . (Or do them sequentially, but then I'm not sure, how valid the measurements are then. )
The interesting part is, that the errors are not increasing significantly, because the voltage measurements are like a magnitude more accurate then current measurement. So if you have 10 pieces of 0.03% accurate current sources, and you use these to calibrate a shunt, then the shunt is something like 0.035% worst case.