Model pipeline losses across runs, valves, and fittings precisely. Validate operations using standard hydraulic relationships and units. Export results for field checks and reports.
| Scenario | Flow | Length | Diameter | Density | Viscosity | ΣK | Δz |
|---|---|---|---|---|---|---|---|
| Light gas oil transfer | 0.12 m³/s | 250 m | 0.25 m | 850 kg/m³ | 0.003 Pa·s | 6.0 | 0 m |
| Cooling water loop | 0.08 m³/s | 180 m | 0.20 m | 998 kg/m³ | 0.001 Pa·s | 9.5 | 3 m |
| Fuel oil line | 0.04 m³/s | 320 m | 0.15 m | 930 kg/m³ | 0.025 Pa·s | 12.0 | -2 m |
Tip: Use your actual fitting list to build a realistic ΣK.
This calculator uses the Darcy–Weisbach approach with minor losses and elevation head:
For laminar flow, the calculator uses f = 64/Re. For turbulent flow, it iterates the Colebrook equation using a stable initial guess, then converges to a Darcy friction factor.
Pressure drop is one of the most practical checks used during refinery construction, revamps, and commissioning. A line that looks acceptable on drawings can behave very differently once real fittings, valves, elevations, and fluid properties are applied. Excessive losses reduce delivered flow, raise pump power demand, and can create operating constraints for heat exchangers, furnaces, and downstream control valves. A disciplined calculation helps teams confirm that the installed system meets design intent before startup and provides a quick way to diagnose performance issues later.
This calculator applies the Darcy–Weisbach method, which models friction losses along straight pipe and adds minor losses for components such as elbows, tees, strainers, and partially open valves. The total loss is driven by velocity, so diameter selection and flow targets should be reviewed together. Fluid density influences the dynamic pressure term, while viscosity affects Reynolds number and the friction factor. In heavy or cold services, viscosity rises sharply, and the same line can shift from fully turbulent behavior toward transitional flow, increasing uncertainty and emphasizing the need for conservative margins.
Construction teams can use the “ΣK” field to reflect the as-built fitting count. When vendor data is available, add published K-values for control valves, check valves, and specialty items. If detailed K-values are not yet finalized, a reasonable placeholder can still reveal whether the line is diameter-limited. Elevation change is especially important for pipe racks, column climbs, and inter-unit transfers, where static head may dominate friction losses. Recording actual tie-in elevations improves the reliability of the final commissioning check.
Example (SI): Q = 0.12 m³/s, L = 250 m, D = 0.25 m, ε = 0.000045 m, ρ = 850 kg/m³, μ = 0.003 Pa·s, ΣK = 6.0, Δz = 0 m. The output highlights total pressure drop plus a breakdown of friction and minor losses. If friction dominates, consider a larger diameter or shorter routing. If minor losses dominate, reduce fitting count, select lower-loss valves, or review control valve sizing.
For project documentation, export the CSV for calculation registers and the PDF for submittals or turnover packs. Consistent, repeatable calculations support safer startups and faster troubleshooting.
ΣK is the sum of minor-loss coefficients for fittings, valves, entrances, and exits. Add each component’s K-value to estimate losses beyond straight-pipe friction.
Laminar flow uses f = 64/Re. Turbulent flow uses an iterative Colebrook solution starting from a stable turbulent estimate for reliable convergence.
The unit selector changes labels and internal conversions, but it does not rewrite your typed numbers. Re-enter values in the chosen unit system to avoid unintended results.
Use roughness appropriate to pipe material and condition. Clean commercial steel is often near 0.000045 m. Corrosion, scaling, or liners can shift effective roughness significantly.
Elevation dominates when the line climbs across racks, towers, or long vertical runs. Positive Δz increases required pressure, while negative Δz reduces it and may raise downstream pressure.
Yes. Enter inlet pressure to compute outlet pressure as inlet minus total pressure drop. If inlet pressure is left at zero, the tool still reports the loss breakdown.
Check diameter units, flow rate, viscosity, and ΣK. A small diameter error, high viscosity, or inflated K-values can overstate losses. Verify as-built lengths and valve positions.
Use this tool during piping layout, tie-in planning, and commissioning checks. Pressure loss is sensitive to diameter, viscosity, and total fitting count, so capture as-built details for dependable numbers.
Accurate inputs reduce risk, downtime, and rework significantly today.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.