@vapealone: it's not possible to calculate a "combined" TCR for two parallel wires. This works only if both wires are identical. Having one wire with TCR = 0 is another special case and allows to calculate the temperature of the other wire with a TCR > 0, but not both. In general (both wires have TCR > 0), even that isn't possible. Of course you can calculate the resistance for the parallel wires from a given temperature, but TC needs the other way round and that doesn't work: given a resistance, you cannot calculate the individual wire temperatures. They will be different anyway! In that sense, WharfRat1976's statement is correct: mixed wires do not work with TC.
It is possible
I have just done. And the fact that one of the TCR is 0 in my calculation doesn't matter a bit.
And do you know why?
Because TCR is not some inherent property of a material, at least not in universal terms. Assuming that there is such a thing that material or matter, that is.
TCR is nothing else than a fabricated coefficient for linearly approximate temperature between two known points. And known points means values obtained via measurement.
From this point of view, it doesn't matter that the material is pure element, or a contaminated material (i.e non pure element like TiGr1, Ni200), or an alloy or different materials combined.
You can define TCR for whatever you want.
What does matter is their temperature and resistance as you pointed out.
I admit, that in case of a hybrid coil, the temperature of the materials won't be 100% identical, let alone uniform but they will be close enough for our purpose.
Not to mention, that temperature wont be uniform for the simplest single coil either, especially if it is wicked, saturated and evaporation is happening. Let alone temperature of more exotic built of the very same material. (twisted, clapton and above)
Bottom line: from the resistance you can calculate the temperature just fine.
Note:
My avatar shows a Kanthal/Ni200 hybrid clapton
It is more likely that actual temperature of any given point of it is not 100% identical with neither a Kanthal nor an Ni200 Clapton or a single coil built but the average temperature is close enough for our purpose.
We are approximating here, nothing else.
BTW:
I have to admit, I was quite disappointed when found out that Evolv's praised
true Ni200 curve is nothing else than a few segments poly-line more likely based on some datasheet like
this. And they didn't even bother to fit some curve on it for better approximation between the points but drew straight lines.
But later realised that there is no point to do so for there are way bigger uncertainties in our systems.
And that is ok. It is not a Mars mission.
It is just some plain and rough RTD application.
P.S.:
I don't say that this approximation is 100% accurate but I do say that it is good enough.
That is why I mentioned Evolv's
true Ni200 curve. Nothing is 100% but it doesn't have to.
You just need to know what is behind the over-mystified and over-hyped marketing façade and make your call, that is.