“Dont trust” is probably too strong a statement. More accurate is “i would have many questions about the experimental setup”.
I concur. There are so many variables at play that, although perhaps peak temperatures is localized spots reached 3632 F I would find it hard to believe that there's any practical change in the metal. Even if there was, the test itself would be so hard to conduct in such a way to account for everything.
I had a book dedicated to general grinding methods, in this book i found
a test application. A normal steel block apx. 2″x2″x4″ that had a
large number of highly sensitive thermocouples integrated in the surface.
The block was slit dry by hand over a 1000grit grinding paper. The peak
temps measured, walked up to 2000°C for split seconds in the very
surface (some microns).
For instance, the surface area of the block touching the sand paper was likely 8 square inches. Significantly larger than the size of the average bevel.
I would have also been interested to see if there was a pattern in the temperatures- I would guess that the back of the block would have the highest temperatures, as it's crossing over sand paper that has already generated heat from friction.
I would be interested to know if the sand paper was insulated.
I would want to know how fast the block traversed the sand paper (and in what orientation).
a 2x2x4 block of steel is what... about 5 lbs? that would be a little more than half a pound per square inch. I wonder how good of an approximation that is for sharpening?
Like you said before, I'd also like to know how the experiment accounts for the Heisenberg uncertainty principle in the thermocouple measurements.
My day job is testing complex systems, so I know how experiments can be rife with problems.
The smaller a thing is, the harder it is to test- note that even here, the test uses a steel block as a surrogate for a knife bevel and I'm not sure that is a good approximation due to the changes in convective heat transfer and the total heat generated.