About this calculator This calculator determines the pressure drop across a valve with a known Kv coefficient at a given flow rate. Use it to account for valve pressure losses in pump head calculations or to verify that the pressure drop at design flow does not exceed the allowable budget for the control valve in the piping circuit.
Use when You know the valve Kv and flow rate and need to determine the pressure drop.
Formula ΔP = SG × (Q ÷ Kv)²
Variables
Units Metric (m³/h, bar) or Imperial (GPM, PSI)Flow Rate Flow rate in m³/h or GPMKv Valve flow coefficient (Kv or Cv)
Metric (m³/h, bar)
Units
Measurement system for flow and pressure
Flow Rate (m³/h)
Actual flow rate through the valve
Kv Value
Valve flow coefficient from manufacturer

Pressure Drop

How is valve pressure drop calculated?

The pressure drop across a valve at a given flow rate is calculated as: ΔP = SG × (Q ÷ Kv)², where ΔP is the pressure drop in bar, Q is the flow rate in m³/h, Kv is the valve flow coefficient, and SG is the specific gravity of the fluid. Pressure drop increases with the square of the flow rate, so a valve passing twice the flow experiences four times the pressure drop. This square-law relationship is important when accounting for valve losses in pump head calculations. The total pump head for a hydronic system must include the pressure drops across all valves, fittings, coils, and straight pipe at the design flow rate. Undersizing a control valve creates excessive pressure drop that wastes pump energy, while oversizing reduces valve authority and makes flow control less stable. A well-sized valve typically accounts for 25–50% of the total branch circuit pressure drop.