Pipe Flow Calculator
Pipe Flow Calculator
Velocity is inside the usual design range for pumped water.
| Bore | Area | Velocity | Head Loss / 100 m |
|---|---|---|---|
| 15 mm | 177 mm² | 16.977 m/s | 2,631.075 m |
| 20 mm | 314 mm² | 9.549 m/s | 586.146 m |
| 25 mm | 491 mm² | 6.112 m/s | 184.352 m |
| 32 mm | 804 mm² | 3.730 m/s | 51.791 m |
| 40 mm | 1,257 mm² | 2.387 m/s | 16.614 m |
| 50 mm | 1,963 mm² | 1.528 m/s | 5.390 m |
| 65 mm | 3,318 mm² | 0.904 m/s | 1.456 m |
| 80 mm | 5,027 mm² | 0.597 m/s | 0.523 m |
| 100 mm | 7,854 mm² | 0.382 m/s | 0.175 m |
| 150 mm | 17,671 mm² | 0.170 m/s | 0.025 m |
| 200 mm | 31,416 mm² | 0.095 m/s | 0.006 m |
| Flow Unit | Value |
|---|---|
| Litres per second | 3.0000 L/s |
| Litres per minute | 180.00 L/min |
| Cubic metres per hour | 10.800 m³/h |
| US gallons per minute | 47.55 gpm |
| US gallons per hour | 2,853.1 gph |
| Cubic feet per second | 0.10594 cfs |
| Travel time through the pipe | 19.63 s |
What Is a Pipe Flow Calculator?
A pipe flow calculator converts a flow rate into velocity for a given bore, then works out the friction losses that flow creates. It reports the cross-sectional area, the Reynolds number, the Darcy friction factor, head loss per metre and over the whole length, the equivalent pressure drop and the same flow expressed in six different units.
Sizing pipework means balancing three things: enough velocity to keep the line self-cleaning, low enough velocity to avoid erosion and noise, and a pressure drop the pump or supply can actually overcome. This calculator makes all three visible at once, and the diameter table shows how much a single size step up improves the picture.
How It Works
Flow rate is converted to cubic metres per second and divided by the internal area of the pipe to give average velocity. The Reynolds number then compares inertial and viscous forces using water properties at typical ambient conditions, and the friction factor follows from the Swamee-Jain approximation, which accounts for both Reynolds number and the relative roughness of the pipe wall.
Head loss comes from the Darcy-Weisbach relationship: friction factor multiplied by length divided by diameter, multiplied by the velocity head. Multiplying that height by the density of water and gravity converts it into pressure, which is why head in metres and pressure in kilopascals always move together in a water system.
Understanding Your Results
The primary card shows the velocity with the flow rate and regime beneath it. The three-stat bar reports the Reynolds number, total head loss and pressure drop, and a note flags whether the velocity sits inside the usual design window of roughly half a metre per second to three metres per second.
Use the diameter table as a sizing tool. Holding the same flow rate, moving from a twenty-five millimetre to a thirty-two millimetre bore cuts the velocity by about forty percent and the head loss by two thirds, which is often enough to turn an inadequate supply into an acceptable one without adding a pump.
Remember that these figures cover straight pipe only. Bends, tees, valves, strainers and any other fittings add local losses that can easily exceed the straight-pipe figure in a compact plant room, so add a suitable allowance when checking a real installation against an available pressure.
Finally, check the roughness value against the material actually installed. New plastic pipe is far smoother than old galvanised steel, and scale and biofilm can raise roughness significantly over a few years of service. Recalculating with a pessimistic roughness is a quick way to see whether a design still works at the end of its life rather than only on commissioning day.
Keep the calculation with the drawing whenever a line is installed or altered, because pipe sizes are frequently changed on site to match what is in the van rather than what was designed. A note showing flow, velocity and pressure drop at commissioning makes later troubleshooting far quicker, and it shows clearly whether a complaint is caused by a sizing decision or by something blocking the line.
Frequently Asked Questions
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