What the result helps you understand
Cylinder force and speed determine whether an actuator can move the load within the required cycle time. Bore, rod size, pressure and available flow affect extension and retraction differently.
Calculate ideal extend and retract force, actuator speed, stroke time and oil volume for a double-acting single-rod cylinder.
“I know the bore, rod, pressure and flow. What force and cycle speed should I expect from the cylinder?”
A_b = π D_b² / 4A_a = A_b − π D_r² / 4F = P Av = Q / AReal available force is reduced by return-line back-pressure and friction. Real speed depends on leakage, valve pressure drop and the flow actually reaching the actuator.
Single-rod, double-acting cylinder. Bore and rod size control the available working areas.
Pressure sets ideal force. Pump flow sets ideal actuator speed and stroke time.
Force does not subtract return-line back-pressure or seal friction. Speed assumes all entered flow reaches the cylinder with no leakage or flow sharing.
Confirm load direction, friction, back-pressure, pressure losses, buckling, cushioning, duty cycle and manufacturer ratings before selecting the cylinder.
Ideal force = pressure × working area. Speed = flow ÷ working area. Stroke time = stroke ÷ speed.
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Cylinder force and speed determine whether an actuator can move the load within the required cycle time. Bore, rod size, pressure and available flow affect extension and retraction differently.
The results are ideal. Seal friction, return-line back-pressure, leakage, pressure losses, column buckling, cushioning, side load and duty cycle require separate checks.
Confirm the actual equipment, loading, materials, condition, jurisdiction, contractual requirements, standard edition and current project documentation before using the result for design, repair, testing or lifting decisions.
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