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Hydraulic press

Fluid power · Pascal’s principle

3D cutaway of the hydraulic press Open the interactive 3D model →

How can one person’s arm push with the force of a two-tonne weight?

A hydraulic press is filled with oil, which hardly squashes at all. Pushing a small piston raises the oil’s pressure, and that same pressure pushes on a much bigger piston, the ram. Bigger area means bigger force — but the ram moves only a little way for each push.

A hydraulic press uses an enclosed, nearly incompressible liquid to transmit pressure undiminished from a small piston to a large ram, multiplying force by the area ratio A₂/A₁. Energy is conserved, so the ram moves only A₁/A₂ as far as the input piston, and real presses lose a few per cent to seal friction, leakage and fluid compressibility.

Key facts

Force multiplication (ideal)
F₂/F₁ = A₂/A₁ (model: 2–16×)
Travel ratio (ideal)
d₂/d₁ = A₁/A₂
Model ram
90 mm diameter, A₂ = 63.6 cm²; 20 kN load → 3.1 MPa
Typical working pressure
Industrial 10–35 MPa; hand pumps and tools up to 70 MPa (700 bar)
Mineral-oil bulk modulus
≈ 1.4–1.8 GPa (much lower with entrained air)
Mechanical efficiency
≈ 90–98% (seal friction and leakage)

Parts you can explore (12)

In the 3D model

Rotate and take apart the model, follow a guided tour of what each part does and why it’s needed, change it with a live slider, and test yourself with a short quiz. Free, no sign-up.

Open Hydraulic press in 3D →

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