I guess what I'm trying to point out is that I'm not so sure you can correctly infer the thickness of the blade at a spot further away from the edge with just the thickness behind the edge-bevel's shoulder, because of the angle change that happens with a back-bevel. So for example you were saying that the height of a 30 degree bevel is 2x the thickness... So if a person measured the thickness of a .050" wide bevel sharpened at an angle of 30 degrees, and it was .020" thick, then if they measured that bevel .100" up from the edge, it would be at .040"...
But what if it's resting on a back-bevel of 22 degrees? Plus on top of that, the edge-bevel on my stainless Izula for example is so small that if I were to measure the thickness of the edge behind that bevel's shoulder, it would be <.005" which is a tad bit misleading since if I measure at the back-bevel's shoulder it's the .030" figure I mentioned.
So I guess another way to phrase my question is... If someone claims that their edge is .005" behind the shoulder, how do we know they're not just measuring a portion of the blade that is so close to the edge that it skews the result? A person might take the same knife, but with a much wider bevel and measure it, and get a much larger measurement because they're measuring further up the blade stock...
In post#2 of this thread, I presented a back-beveled Muela that I took from 0.035" down to 0.010" behind a 15-dps edge. Obviously those measurements were taken from shoulders that weren't the same distance back form the apex, but both were taken from the
same transition point, i.e. a dramatic change in geometry from a 15-dps edge to 5-dps primary, giving a complete picture of
both bevel height as well as thickness. If i were to present a measurement from somewhere
within the bevel, that is not an accurate representation of the blade's geometry as it does not give the bevel height, hence the first example is moot.
As to the second example, the more complex the geometry of the blade, the more data required to give a complete picture of the actual geometry. Ideally, one would know the width and thickness behind
each bevel in order to generate a complete schematic of the blade cross-section. Commonly there are only 2 bevels - primary and edge - to evaluate, but with back-bevels and convex bevels, it can be harder to determine the point of transition at which to measure the height and thickness of the edge-bevel. For example, the schematic below compares a convex zero-edge BRKT Bravo 1 to two knives with traditional primary and secondary bevels.
Where would you measure the thickness of the Bravo1 edge? You
would not measure it at all, it is a "zero-grind", i.e. zero thickness behind the edge. HOWEVER as soon as you grind/sharpen the edge to produce a secondary bevel, even if a convex one, you should be able to take a measurement at the rounded transition from the primary angle to the edge-angle - you present a measurement that accurately approximates the geometry of the edge.
For the Izula you mentioned, the "microbevel" thickness isn't valuable information and it will be eradicated on the first sharpening as the new bevel cuts into your back-bevel which is still quite steep at 22-inclusive and not much different from 30-inclusive (only 26% reduction). In comparison, if you maintain that back-bevel - grinding down to the apex and then adding a 30-inclusive microbevel with a few quick swipes of the hone - the thickness behind the back-bevel will only increase marginally with each sharpening in accordance with the low primary angle that is ~10 inclusive (full 60% reduction in angle). Thus, the honest presentation of your Izula's geometry is to give the thickness in front of the primary bevel as "0.030" behind the edge at 22 inclusive with a 30-inclusive microbevel".
On my Muela, the back bevel is 5-dps, i.e. what the primary would be if lifted from the hollow (as seen by the grind-marks at the height of the primary). If I gave the thickness behind my back-bevel, it wouldn't be much more than the thickness in front and would also not accurately represent the height of the 15-dps edge. The back-bevel in this example can be thought of as an extension forward of the primary, if i blended the scratch pattern you wouldn't even know it is there. But a back bevel that is only slightly reduced from the edge-bevel (30 down to 22) is more like a back-extension of the edge-bevel. Make sense?