How It Works

Proportional Valve Flow Characteristics

Proportional directional valves (PDVs) provide infinitely variable flow control based on an electrical input signal. Unlike on/off valves, they allow precise speed and position control of hydraulic actuators.

The flow through a proportional valve depends on three main factors:

  • Spool Opening (%): How far the spool has moved from center, controlled by the input signal
  • Pressure Drop (dP): The differential pressure across the valve metering edges
  • Valve Size: The rated flow capacity at rated conditions

The Orifice Equation

Proportional valve flow follows the orifice equation, with the orifice area varying with spool position:

Q = Qrated x (Opening/100) x sqrt(dP_actual / dP_rated)

Where:

  • Q: Actual flow rate
  • Qrated: Rated flow at rated dP and 100% opening
  • Opening: Spool opening percentage (0-100%)
  • dP_actual: Actual pressure drop across the valve
  • dP_rated: Rated pressure drop (typically 5, 7, or 10 bar per edge)

Flow Gain and Linearity

Ideally, flow should be proportional to spool opening (linear characteristic). However, real valves exhibit:

  • Deadband: Small spool movement range with no flow (typically 2-5%)
  • Hysteresis: Different flow for same signal depending on direction of change
  • Gain variation: Flow rate may not be perfectly linear with opening

Pressure Drop Considerations

The rated pressure drop (dP) is critical for valve sizing:

  • 5 bar per edge (70 psi): Low pressure drop, energy efficient, requires larger valve
  • 7 bar per edge (100 psi): Common industrial standard
  • 10 bar per edge (145 psi): Higher pressure drop, allows smaller valve, more heat

Note: Total dP across valve = P to A + B to T = 2x per edge value

Flow Curve Types

  • Linear: Flow proportional to opening, standard for most applications
  • Progressive: Flow increases more slowly at low openings, good for fine control
  • Degressive: Flow increases faster at low openings, quick response
Proportional Valve Flow Characteristics Flow vs Spool Opening Spool Opening (%) Flow 0 25 50 75 100 Linear Progressive Degressive Dead band Flow vs Pressure Drop Pressure Drop (dP) Flow 0 dP_rated 4x 100% 75% 50% 25% Rated Point Flow Equation Q = Q_rated x (Open%/100) x sqrt(dP_actual/dP_rated) Square root relationship with dP Typical Rated dP 5 bar (70 psi) - Low loss 7 bar (100 psi) - Standard 10 bar (145 psi) - Compact

Proportional Valve Analysis

Calculate actual flow through proportional valves at operating conditions. Visualize flow curves and pressure drop relationships.

Valve Rating (from datasheet)
Total valve dP = 2x this value
Operating Conditions
Spool Opening
50%
5.0V
Ready to Calculate
Enter values to see results
Flow vs Spool Opening Opening (%) Flow 0 25 50 75 100

Results

Actual Flow Rate --
Flow (LPM) --
Flow (GPM) --
Flow as % of Rated --
dP Factor (sqrt(dP_act/dP_rated)) --
Total Valve dP --
Power Loss --
Max Flow at This dP --
Opening for Rated Flow --

Active Formula

Proportional Valve Flow:

Q = Q_rated x (Open%/100) x sqrt(dP_act/dP_rated)

Common Proportional Valve Sizes

SizeRated FlowRated dP
NG6 / D0312-25 LPM7-10 bar
NG10 / D0540-80 LPM7-10 bar
NG16 / D07100-150 LPM7-10 bar
NG25 / D08200-300 LPM5-10 bar