Jimho -
I'm not going to argue the changes but I do think there is a difference between what Darwin claims to do and what a regulated/boosted VV device like the ProVari does. If we buy into the "statement" that the sweet-spot for each juice lies in your power (wattage) then a device that self regulates to automatically deliver the same wattage regardless of the resistance of the atty/carto attached could be seen as being "better" than a device that varies voltage. Now, using the formulas or an Ohm's Law calculator, you can compensate for this but a device that does it for you can been seen as having an advantage (which each person can decide for themselves how important that really is). The addition of constant self-regulation to maintain consistent wattage is something that I have not seen in other devices.
if you believe there is a sweet spot for all attys with the same resistance then it would make sense. But you know that isn't the case. Here's where I can see it being a bit of a plus: suppose like Angus you bought a lot of attys rated at x ohm from the same run- some come in at x, some come in at x+.1, x+.2, x-.1, x-.2 - then you could set the power once and leave it there and the device would compensate. Its not that I don't think there is merit in the concept of actively adjusting the power as the nichrome resistance changes, it's just that I don't believe there's real world added value in it because the variance is so minimal.
A couple of hundred pages ago I made an analogy to high end audio equipment- there's a point of diminishing returns after which it doesn't matter. So use Ohm law here:
Angus says we're running as high as 500F (I think the wire is hotter but we can use his number)
There are several different listings for temperature coefficient for nichtrome wire- it varys with the additional aloys and in some cases with temp as well....
here's the one I used - (go find any and plug it in) :
Temperature coefficient of resistance : PHYSICS OF CONDUCTORS AND INSULATORS
Change in resistance = Temperature coefficient * (Operating Temp - Room Temp)
Room Temp = 72F = 22C
Operating Temp= 500F = 260C
Change in resistance between 72F and 500F = .00017*(260-22) = .04046 Ohms
Negligable and as per previous post irrelevant because that swing only occurs when you first heat it from room temp to operating temp.