Piston Force Calculator
Calculate hydraulic or pneumatic piston force, swept work, and average power from pressure, bore diameter, stroke length, and cycle time.
About piston force calculations
Piston force examples
Ideal examples illustrate how pressure, bore, stroke, and time determine output.
| Inputs | Key result | Application |
|---|---|---|
| 100 bar, 50 mm bore | 19,634.954 N | A compact hydraulic cylinder at high pressure. |
| 10 bar, 100 mm bore | 7,853.982 N | A large-bore cylinder operating at lower pressure. |
| 6 bar, 32 mm bore | 482.549 N | An ideal pneumatic extension-force estimate. |
How to use the piston force calculator
- Enter the pressure available at the cylinder in bar.
- Enter the internal piston diameter and total working stroke in millimeters.
- Enter the time required for the piston to complete that stroke.
- Select Calculate Force to view ideal force, piston area, work, and average power.
- Apply efficiency, load-ratio, and safety allowances before selecting real hardware.
Piston force calculator FAQ
How is piston force calculated?
Piston force equals pressure multiplied by effective area. The calculator converts the entered metric units to SI units before performing that multiplication.
Is this extension or retraction force?
The result is ideal extension force using the full bore area. Retraction force is lower on a rod cylinder because the rod reduces the effective annular area.
Why is actual cylinder force lower?
Seal friction, pressure loss, side loads, leakage, and supply limitations reduce usable force. Apply an appropriate design margin and consult the cylinder manufacturer's performance data.
What does the power result mean?
It is average ideal mechanical power during the entered stroke time. Peak input power can be higher while the load accelerates or when flow losses increase.
Can I use gauge pressure?
Gauge pressure is suitable for the usual case where atmospheric pressure opposes the cylinder externally. If both piston chambers are pressurized, calculate the net force from both pressure-area products.