Hello- I'm fairly new to electronics and not exactly a math wiz either. I've been starting at 5 pages of notes and half completed formulas and realized I'm not making any progress and I need to ask for help - so I here I am.
We're developing a testing system that will take 324 measurements from
16 different sources. At any given time there is only one measurement pin and one source pin "active" (switched on). We have built a large multiplexing switch to multiplex these 324 measurements down to a single analog signal that is connected to our data acquisition hardware. Likewise we have a single signal source that is multiplexed to 26 different pins.The subject under test is exposed to these 26 sources and 324 measurement points and the system takes sequential measurement like so: Source1 => Measurement1 Source1 => Measurement2 Source1 => .... Source1 => Measurement324 Source2 => Measurement1 Source2 => Measurement2
8424 unique measurement combinations.Our system is designed that it receives a specially design PCB with the test subject installed on it. The "fixture PCB" is attached to the system and the system takes it's measurements as described above. Fine, great.
I'm the software guy primarily and I'm designing our calibration procedure and process. I need to know what the offset (would that be called gain) for each measurement/source combination is. To accomplish this I had planned on creating two special "fixture boards", one would have ALL measurement pins connected to source-1 and the other would have ALL source pins connected to measurement-1. The idea being that I will determine the voltage drop for each of the measurement paths for a single source and likewise for each source to a single measurement pin.
The reason for this approach is that it would be too complicated to try to connect each measurement/source combination for the purposes of calibrating. I was thinking I could use the data from the two calibration protocols mentioned above to calculate the composite offset for a measurement/source combination.
But I'm stuck, in fact I haven't made it very far at all. My lack of math skills is really making this an elusive problem to solve, IF it's even solvable - the theory could be flat out wrong.
So I'm asking here because although it's a math problem I figured I would be far more effective explaining an electronics-based problem to electronics-minded people and hopefully come to a solution quicker.
Have I explained it clearly enough? Do you understand what I'm trying to accomplish?
Thanks for reading, Steve