Thanks yb81 and Dave for responding to my question. I was not aware of those type of specs. LPS for taking the time to educate me.
It looks like RTD's have very good temperature stability. If we look at Dave's number "common" RTD's 0.05C per 5 years... would take 100 years to drift 1C. It is really irrelevant for the applications I'm concerned with (primarily motor bearing and winding temperature sensors).
I see much higher rates mentioned for thermocouples, primarily related to oxidation/corrosion which are temperature dependent and naturally accelerate at higher temperatures. Mentioned temperatures of 800F are nowhere near what I'm interested in (again, motors). It's not clear to me exactly how big the drift is in the range up to let's say 250F which is about the highest winding temperature I ever see.
So as expected it probably depends on your application (max temprature) and requirements (is 1C change significant?).
I don't see that a "single-point check" would do anybody any good, when a certain degree of accuracy is desired. Can anybody produce any info to the contrary?
I can see the logic coming from the perspective I had before that thread. That is: each RTD or thermocouple comes with a calibration table that tells us resistance vs temperature (rtd) or voltage vs temperature (thermocouple). If the stated accuracy for the table is well within our requirements, then the main thing we want to double check is that we have the right sensor installed... which single point check will do. Sure, you get better check with two points, but still not perfect if you have a non-linear table lookup function for thermocouple. More points is always better, you can still question the in between points to some extent not matter how many points you check. How valid are the questions depends on how exact you want to be or need to be.
I can also see where coming from your viewpoint (that the drift is significant for your application), this approach would not be valid.
Thanks again. There is always something to learn here.
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(2B)+(2B)' ?