Pipe Flow and Head Loss Calculator
Calculate full-pipe head loss or solve flow from an available head budget using actual inside diameter, roughness, viscosity, fittings and elevation.
Use this result well
- Inputs that matter
- Actual pipe internal diameter (mm), Straight full-pipe length (m), Absolute pipe roughness (mm), Kinematic viscosity (mm²/s), and 7 more
- Output to expect
- Full-pipe flow and head loss, Flow from an available head budget
- Check the units and required inputs before comparing results.
- Keep the assumptions with a copied result so you can reproduce the calculation later.
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Reference & details
How it works
Updated September 2026
How it works
Updated September 2026Full-pipe flow and head loss
Calculate the required head for an actual full-pipe flow with straight-pipe friction, local losses, static lift and residual pressure entered separately.
Head = static + residual + (fL/D + ΣK) × velocity²/(2g); velocity = volumetric flow / pipe area.Flow from an available head budget
Solve the steady full-pipe flow that uses the supplied source head after static lift, residual pressure and losses. Recalculate friction at every trial flow and stay inside an explicit search range.
Find Q such that static + residual + Darcy/local losses(Q) = available source head.Updated: September 2026
Example Scenarios
Try this example to see the calculation, then enter actual documented values and preserve the measurement conditions. A failed or unresolved comparison is part of the record.
→ 13.353473 ft total required head at 30 US gpm
Try this example to see the calculation, then enter actual documented values and preserve the measurement conditions. A failed or unresolved comparison is part of the record.
→ 46.374754 US gpm at the available head
FAQ
About Pipe Flow and Head Loss Calculator
Calculate the required head for an actual full-pipe flow with straight-pipe friction, local losses, static lift and residual pressure entered separately. Solve the steady full-pipe flow that uses the supplied source head after static lift, residual pressure and losses. Recalculate friction at every trial flow and stay inside an explicit search range.