Calculate pressure loss across pipes and fittings. Analyze turbulent or laminar flow with practical inputs. See exports, graphs, formulas, examples, and usage guidance instantly.
| Case | Length | Diameter | Flow | Roughness | Total K | Approximate Total Loss |
|---|---|---|---|---|---|---|
| Water, commercial steel | 100 m | 80 mm | 36 m3/h | 0.045 mm | 2.5 | ≈ 53.9 kPa |
| Water, PVC | 50 m | 50 mm | 12 m3/h | 0.0015 mm | 1.2 | ≈ 27.3 kPa |
| Light oil, cast iron | 120 m | 100 mm | 25 m3/h | 0.26 mm | 3.0 | ≈ 20.8 kPa |
The calculator uses the Darcy–Weisbach relationship for major pressure loss in straight pipe sections:
ΔPmajor = f × (L / D) × (ρV2 / 2)
Minor losses from fittings, bends, valves, and entrances are added with:
ΔPminor = K × (ρV2 / 2)
The total pressure loss is:
ΔPtotal = ΔPmajor + ΔPminor
Velocity is obtained from flow rate and internal pipe area. Reynolds number is calculated as Re = ρVD / μ.
For laminar flow, friction factor is f = 64 / Re. For turbulent flow, the calculator solves the Colebrook–White equation iteratively. Transitional flow is smoothly interpolated between laminar and turbulent behavior for a practical estimate.
It estimates major pipe friction loss, minor fitting loss, total pressure loss, and equivalent head loss for incompressible flow inside a circular pipe.
Use Darcy–Weisbach when you need a physics-based method that handles different fluids, viscosities, and flow regimes more consistently than empirical water-only methods.
Reynolds number determines whether flow is laminar, transitional, or turbulent. That choice directly affects the friction factor and the final pressure drop estimate.
Absolute roughness represents the average wall texture height inside the pipe. Rougher materials usually create more turbulence and larger friction losses.
Total K combines minor loss coefficients for elbows, tees, valves, entrances, exits, reducers, and other local disturbances placed along the line.
Yes. The calculator can start from velocity, then internally converts it to flow rate using the selected pipe diameter.
It is best suited for incompressible conditions. Gas systems with significant density change need compressible-flow methods and added thermodynamic corrections.
Pressure loss is useful for pumps and system pressure checks. Head loss is convenient when comparing energy loss per unit weight of fluid.
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.