Advertisement

Pneumatic cylinder force calculator

Estimate static cylinder force from pressure difference and effective piston area. A rod reduces the available retraction area.

Calculator

Available extension force
1,060.29
Available pneumatic retraction force
890.642
Required pressure difference
600,000
Piston bore diameter
0.05
Rod diameter
0.02
Full piston area
0.0019635
Rod-side effective area
0.00164934

Advertisement

How this calculator works

Pressure difference times loaded piston area gives theoretical force. This estimate reduces that force by an entered friction fraction. Double-acting retraction uses the annulus left after subtracting rod area. A single-acting cylinder also subtracts its spring force during extension; the spring value applies at the selected stroke position. Seal friction, exhaust backpressure, acceleration and side loading vary in service, so this is a static estimate.

Formula

A = pi D^2/4; Ar = pi(D^2 - d^2)/4. Extension F = delta p A(1 - f) - Fspring. Double-acting retraction F = delta p Ar(1 - f).

Worked example

At 600000 Pa, a 0.05 m bore and 0.02 m rod with 10% friction give extension 1060.287521 N and retraction 890.6415173 N. Without friction, extension is 1178.097245 N.

Advertisement

Frequently asked questions

Is supply pressure the pressure difference?

Only when the opposite chamber exhausts at the chosen reference pressure. Backpressure reduces the actual force.

Why is retraction weaker?

The rod occupies part of the piston face, leaving less pressure-loaded area.

Does single-acting return use compressed air?

This model assumes spring return and reports only the powered extension force. Actual return force depends on spring compression and friction.

Sources

Advertisement