The power a hydraulic motor produces depends on system pressure and flow; its torque depends on displacement and the pressure drop across it.
⚙ Open the Hydraulic Calculator →| Quantity | Symbol | Unit |
|---|---|---|
| Pressure | p, Δp | bar |
| Flow | Q | L/min |
| Displacement | Vg | cc/rev |
| Power | P | kW |
| Torque | T | Nm |
Given: Flow Q = 40 L/min, pressure p = 200 bar; motor displacement Vg = 250 cc/rev, Δp = 180 bar.
1) Power: P = 200 × 40 / 600 = 13.3 kW
2) Torque: T = 250 × 180 / 62.83 = 716 Nm
3) Speed: n = 40 × 1000 / 250 = 160 rpm
P (kW) = p (bar) × Q (L/min) / 600. This is the fluid power from pressure times flow.
Torque depends on motor displacement and pressure drop: T = Vg × Δp / 62.83. Larger displacement gives more torque.
The above is hydraulic power. Mechanical output power is found by multiplying by the motor's overall efficiency (typically 0.85–0.92).