I've read that there should be some extra loft in a down UQ chamber, beyond what you would need purely to satisfy a differential. My first question is why? Is this just wiggle room because everything is an approximation and no-one sews perfectly? Obviously if you come up short on the differential the down will be compressed and that's bad. Does the extra loft play a role beyond just making the average loft greater?
I'm working with the UQ Calculator (awesome by the way). I've made a few mods to it to suit my taste and construction methods. One thing that I added was a differential calculation (I base that on a radius of 14" over 180*) as check to ensure that the outer shell is wide enough not to compress the down below the baffle height. This way I can make sure that "max chamber height" is at least large enough to match the theoretical differential.
I sleep cold but always with a base layer and don't expect to use this much lower than 40* so I think targeting 20* is good. A friend was good enough to loan me his 20* Incubator so I could analyze it. I'm not planning to copy the tapers (though I did measure them out) but I want to use measurements from the widest part of the Incubator as a guide for my build.
BTW, I'm assuming 850pf down for all of this.
This is what I've measured:
Baffle height = 1.75" (I keep reading 2" but I measured this in a number of places and it was pretty consistent)
Inner baffle width = 4.889" (44/9)
Outer baffle width = 5.75"
The min outer baffle width according to the differential calculation = 4.498", there's an extra 1/4" of fabric per baffle, so this seems consistent with the advice to allow a little extra loft. (If I set the baffle height to 2" there's really no extra loft.)
Matching the measured outer baffle width requires a max chamber height of 2.601". And yields an average loft of 2.175" and temperature factor of .00307, close to spec.
Does this seem sound so far?
Taking the next step then...
I want to make my UQ with 11 baffles instead of 9. I think this will control the down a little better and my width of 44" divides nicely by 11. Opinions on that?
Trusting the 1.75" baffle height I plug this into the calculator.
Baffle height = 1.75"
Inner baffle width = 4" (44/11)
Outer baffle width = 4.75" (Min outer width per differential = 4.498 + 1/4")
The outer shell is a 1/2" wider overall than the Incubator's, but to get the outer baffle width of 4.75" I only need a max chamber height of 2.506. The result is 2.128 average loft and a temperature factor of .00300.
While I don't suck at math, it's not part of my day job either. I can deal with some trig but that's about it. I sure as heck don't have a while pile of formulas memorized.
It does make sense that with a narrower baffle you would need a steeper curve to get to a given height, and that would require a bit more fabric. I don't quite understand what the calculation for chamber width is doing but it has squares, square roots, 2s and PI in it and that smells like something that would include curvature. Am I right on that? Anyone what to educate me on what's going on there?
When it comes to the average loft, on which the temperature factor is based, the average height is just MEAN of the baffle and max chamber heights. To me this seems like an approximation that would not track with changes in curvature. Now perhaps its close enough but I'm curious as to if there is a more accurate way? For example, would it be better to divide the cross-sectional area of the baffle by the inner width or is that just a different approximation?
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