While I haven't done the math, wouldn't 300 kg/m² be the more likely measure?
That's what I thought also as mm² and cm² would be insane amounts of pressure. But the literature expresses within a single snippet mention, the area in which the force is applied to, referencing the plane perpendicular to the Y axis and providing that areas dimensions. So it isn't applied to any standardized unit, making it non-transferable upon batteries with different surface areas. Yet, they do just that throughout the many manufacturer specification docs.
Even companies such as CATL references the same experimental results using the informal non-standardized 300kgf for their lifepo4 prismatic batteries axial compression force. Which if used will result in fairly different results among the various battery models, in some cases, failure. For example the LF32ah with effectivly a 148x91 mm surface area or 20.875 in² almost half the LF105 and a mere 37% the surface area of the LF304. Providing a total 300kgf axial clamping force to the 20.875 in² surface would result in 14.37 k/in² or 31.68 psi! That would eventually likely result in cell damage as they say 9 kN will cause internal failure. On the LF304 that 300kgf comes to about 3 kN on the planar surface which on the LF32 is 2.7 times the force of 3 kN, at nearly 9 kN or more presicely 8.1kN and the literature clearly states that 9kN force will cause battery failure. So, 8.1kN force through repetitive charging would very likely eventually cause internal failure also.
What I don't like, I had to read through the literature of several models to realize what they had done, copy, paste, edit the same experimental literature. Then it took a while to determine which model was most likely used in the referenced experimental setup (LF304). Between that and the other independent experimental test results it became clear what EVE and others have done with respect to that single experiment they did. They dropped the ball and didn't convert the measurment to a standardized unit.
Unfortunately, that's going to result in many improper applications of the "fixture." It's pretty clear they don't care. LOL, Otherwise they'd issue a standardized unit update to clear the air on the matter.
So, after an exhausting time looking though many documents to flesh out what is going on. I recant some parts of my initial and second post on this topic.
Keeping the batteries in the fixture is paramount BUT employing the correct 12psi is also paramount to achieving the projected maximum potential cycle life. Forget the damn 300kgf, it's only pertinent to one battery models planar surface.
Next is understanding the forces at work within the batteries and how their expansion can and will effect improperly designed "fixtures."
I took the time to run the structural force calculations for a battery bank I'm building now and the materials I'd have to use to make it fit in the cabinet it will be placed in. I picked up 8" steel C channel with 1/4" webbing and 2" flanges. Will use 1/4" 20 tpi steel allthread to provide the axial clamping force. Some seriously expensive material to clamp this group without any chance for expansion.
This bank will be 5 parallel 8 series batteries, 40 batteries in one "fixture" by two fixtures total for an 80 battery bank of LF105, 51.2v 26,880 wh.
5 ea LF105 planar surfaces parallel within a single fixture comes to 5 x 40.5 in² = 202.5 in² by 12 psi = 2430 lbs axial force total. Using 4ea 1/4" 20 tpi steel allthread to provide the axial force, that's 607.5 lbs each axial force using 30.375 in-lbs torque each or 2.5313 ft-lbs each.
I've got 80 batteries to drain down between 30-40 SOC, they came with 3.293v each +/- .001v. Pretty impressive.