💧 NPSH Calculator
Calculate the Net Positive Suction Head of a pump.
💧 NPSH Calculator
📊 NPSH Visualization
NPSH Available Formula
NPSH Available = (Psurf - Pvap)/(ρ×g) - Z - Hf
• Psurf: Surface pressure = Patm + Pres (psi, psf)
• Pvap: Vapor pressure (psi, psf)
• ρ: Liquid density (lb/ft³)
• g: Acceleration due to gravity (32.174 ft/s²)
• Z: Height difference between liquid surface and pump inlet
• Hf: Friction loss
Tank Position and Z Sign
Above Pump: Liquid is above the pump (Z = +distance)
Below Pump: Liquid is below the pump (Z = -distance)
• Positive Z: Gravity helps (static head)
• Negative Z: Gravity opposes (suction lift)
Vapor Pressure (Antoine Equation)
log₁₀(P) = A - B/(C + T)
• T: temperature (°F), P: vapor pressure (mmHg)
• Convert to Pa: P(psi, psf) = P(mmHg) × 133.322
Safety Criteria
Recommended (based on NPSHr):
• Safe: NPSH Available ≥ 1.3 × NPSHr
• Caution: 1.0 × NPSHr ≤ NPSH Available < 1.3 × NPSHr
• Danger: NPSH Available < NPSHr
Absolute thresholds (when NPSHr is not provided):
• Safe: NPSH Available > 3
• Caution: 2 < NPSH Available ≤ 3
• Danger: NPSH Available ≤ 2
Calculator Description
NPSH (Net Positive Suction Head) is the margin of pressure head available at the pump suction that lets the fluid be drawn in stably without cavitation. It is an essential quantity in pump design and selection.
Cavitation is the formation of vapor bubbles where local fluid pressure falls below the vapor pressure, followed by their violent collapse as pressure recovers — producing shock, erosion, noise and vibration on the impeller and casing, and a sharp drop in efficiency.
What this calculator finds
It computes NPSHa (Net Positive Suction Head Available) provided by the system and compares it with the pump datasheet value NPSHr (Required) to judge cavitation safety. It accounts for tank position (above/below pump), open/closed tank, fluid, temperature, suction distance and friction loss.
Why it matters
- Preventing cavitation, the leading cause of pump failure and shortened life
- Securing a safety margin when laying out the suction piping and setting tank elevation
- Quantifying vapor-pressure effects for hot or volatile fluids (water, ethanol, benzene, etc.)
Formula
NPSHa (Net Positive Suction Head Available)
Start from the pressure head of atmospheric (or tank surface) pressure minus the vapor-pressure head, then add the position head Z from the liquid level relative to the pump and subtract the piping friction-loss head Hl. Z is positive when the liquid is above the pump and negative when below.
Z: + above pump, − below pump
- P_surf — Absolute pressure at the tank surface (atmospheric if open) [Pa (psi, psf)]
- P_vap — Fluid vapor pressure (set by temperature) [Pa (psi, psf)]
- ρ — Liquid density [kg/m³ (lb/ft³)]
- g — Gravitational acceleration (9.81 m/s² or 32.174 ft/s²)
- Z — Liquid-level elevation relative to pump (position head) [m (ft)]
- H_l — Suction-side friction and minor loss head [m (ft)]
How the formula works
- Higher surface pressure and lower vapor pressure (lower temperature) increase NPSHa.
- A liquid level above the pump adds +Z; below the pump subtracts −Z and reduces NPSHa.
- Longer suction piping and more bends/valves raise H_l and lower NPSHa.
- Safety rule: NPSHa ≥ NPSHr (ideally ≥ 1.3×) means cavitation-safe.
Worked example
For 20°C water (ρ ≈ 998 kg/m³, P_vap ≈ 2.34 kPa) in an open tank at atmospheric pressure (101.3 kPa), 2 m above the pump, with 1.5 m suction friction loss: pressure head (101.3−2.34)kPa / (998×9.81) ≈ 10.1 m, plus +2 m (position) minus 1.5 m (friction) gives NPSHa ≈ 10.6 m.
Useful Tips
Practical tips
- Minimize suction lift — placing the pump close to and below the fluid source is the surest fix.
- Increase suction-pipe diameter to lower velocity and friction loss (loss scales roughly with velocity squared).
- Hot fluids raise vapor pressure sharply — pressurize the tank or place the pump below the liquid level if possible.
Limitations & cautions
- NPSHr varies with pump speed and flow, so use the value at the operating (maximum-flow) point.
- This calculation assumes steady-state, uniform flow; transient pressure swings at start-up/shut-down are not included.
- Vapor pressure is estimated from the Antoine equation; outside each fluid's valid temperature range the error grows.