I have found a few heuristics when dealing with funny units:
- Almost every time someone writes Kg [Kelvin·gram] they mean kg [kilogram]
- likewise MM [~megameter?] probably means mm [millimeter]
- sometimes MV [megavolt] means mV [millivolt]
- and so on...
"cps" is cycles per second, aka Hz.
The reading of Kgm [Kelvin·gram·meter] really confused me at first, but then I found that WP:EN says:
"kg·m, sometimes run together as kgm (kilogram-metre, actually kilogram-force so kgf·m) is a unit of torque"
"kgm is sometimes an abbreviation for kilogram (proper symbol kg)"
I think the latter makes more sense, but my straing-gauge-fu is not good enough to be sure.
I'm assuming the kg are meant as a unit of force, so I will substitute daN [decanewton].
I guess what is meant is the following:
maximum working range daN [decanewton]
500 mN
displacement ratio mm/daN [millimeter per decanewton]
2 mm/N
minimum reliable force mg [milligram] ? 10 µN [micronewton]
20 µN
self-resonant frequency Hz [Hertz]
85 Hz
output (mV/daN)/V ? this would be a ratio which could be written as (mV/V)/daN, 0.1 (V/V)/kN or just as 0.1 kN^-1
3 (V/V)/kN
output (mV/mm)/V ? this would be a ratio which could be written as (mV/V)/mm, (V/V)/m or just as m^-1
1.5 (V/V)/m
maximum displacement mm [millimeter]
±1.1 mm
maximum force daN [decanewton]
10 daN = 1 hN
maximum applied tension V [volt]
8 V
But this all might be wrong, because I don't understand what is be meant by "FORCE RATE Kg/mm".