Documented kinematics — not pneumatic response prediction
Documented Pneumatic-Cylinder Stroke Kinematics
Calculate piston motion time from a controlled mean piston speed or actual local powered-chamber volumetric flow. Port diameter, supply pressure and load are not converted into a fabricated response time.
speed route: t=L/v and Qactual=A·v
flow route: v=Qactual/A and t=V/Qactual
D is controlled bore diameter, d is rod diameter, L is piston stroke, A is the powered chamber area, V is swept chamber volume, v is mean piston speed and Qactual is actual powered-chamber volumetric flow at the same operating state.
The two routes are algebraically equivalent continuity/kinematic statements. The University of Dayton course notes provide the general volumetric-flow/velocity continuity basis. They do not make this a pneumatic transient model.
Why the old predictor was removed
- The undocumented `QNL/s≈0.048·Aport·Pabs/10` was not verified.
- Its subsequent fill equation cancelled Pabs, making stroke time independent of pressure once a crude force cutoff passed.
- The declared Pavg and acceleration model were unused; load changed only a yes/no branch.
- Tube volume incorrectly used port diameter as tube inside diameter.
- A fixed10% friction estimate and generic speed ranges were unsourced.
Standards and manufacturer boundary
ISO 15552:2018 edition2,confirmed2025 establishes interchangeability dimensions for a specified detachable-mounting pneumatic-cylinder family;it does not define this kinematic relation or a universal response-time formula.SMC explicitly directs users to model-specific catalog data and shows that cylinder characteristics depend on model,bore and conditions.
Πηγές
University of Dayton continuity notes; ISO15552:2018 official record; SMC cylinder characteristics; NIST unit conversions.