Pressure-area and actual-flow arithmetic — not cylinder sizing
Documented Pneumatic-Cylinder Pressure-Force Arithmetic
Compute ideal two-chamber pressure force from controlled piston geometry and measured cap/rod chamber gauge pressures. Optionally compute a geometric rate from actual local powered-chamber volumetric flow. No friction, safety factor, valve capacity or available-force/speed prediction is invented.
Fext-axis=pc·Ab−pr·Aa; Fselected=Fext-axis (extend) or −Fext-axis (retract)
vgeom=Qactual/Apowered
D is controlled piston/bore diameter; d is rod diameter; pc and pr are cap- and rod-chamber gauge pressures referenced to the same ambient; positive Fext-axis acts toward extension. For Q/A, Apowered is Ab during extension or Aa during retraction.
These relations are general force balance and geometric continuity. They are not formulas specified by ISO 15552.
Critical flow basis
Normal/standard/free-air flow is referenced to a stated standard condition and cannot be divided directly by chamber area. Convert it to actual chamber volumetric flow using a documented gas-state model and the same operating point before using this worksheet. The old imperial conversion was also nearly 1,000 times too small: one exact international cubic foot per minute is 471,947.4432 mm³/s, not 473.176 mm³/s.
ISO 15552 scope
ISO 15552:2018, edition 2, published and confirmed 2025, establishes metric basic, mounting and accessory dimensions for interchangeability of detachable-mounting pneumatic cylinders, single or double rod, with/without magnetic-sensor provision, rated up to 1,000 kPa (10 bar), with bores from 32 to 320 mm. It does not establish universal friction percentages, safety factors, rod sizes, available force or speed for an arbitrary cylinder.
Fuentes
ISO 15552:2018 official record; Festo/Lab-Volt pneumatic actuator training; SMC air-cylinder characteristics; NIST exact unit conversions.