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Pipe Flow & Friction-Loss Planner

Estimate Darcy-Weisbach straight-pipe and minor/fitting head losses from explicit flow, diameter, length, friction factor and K assumptions.

Use the Pipe Friction Loss Calculator

Estimate Darcy-Weisbach straight-pipe and minor/fitting head losses from explicit flow, diameter, length, friction factor and K assumptions.

Calculations happen locally in your browser. ToolLott does not send these inputs to a server for this tool.

Preliminary engineering screening only. It does not replace project-specific design, applicable codes/standards, manufacturer data, transient/fatigue studies, geotechnical or site assessment, professional review or independent verification.

How to use it

Replace the worked-example values with actual project data. Review the intermediate quantities and visible assumptions before using the result elsewhere.

Methodology & calculation transparency

How the Pipe Friction Loss Calculator works

The Pipe Friction Loss Calculator estimates straight-pipe and fitting head loss from flow, internal diameter, pipe length, a user-supplied Darcy friction factor and total minor-loss coefficient.

How ToolLott got this answer

Calculation breakdown

ToolLott will explain the current inputs and displayed result here.

Darcy-Weisbach head-loss method

ToolLott converts flow and diameter to SI units, calculates mean pipe velocity, then applies Darcy-Weisbach major loss plus a K-based minor-loss term.

Mean velocity
v = Q / A, where A = pi D^2 / 4

Q is converted from L/s to m^3/s and D from mm to m.

Straight-pipe loss
h_f = f x (L / D) x v^2 / (2g)

f is the user-supplied Darcy friction factor.

Minor / fitting loss
h_m = K x v^2 / (2g)

K is the sum of user-supplied minor-loss coefficients.

Total head loss
h_total = h_f + h_m

The output is metres of fluid head.

Pipe Flow & Friction-Loss Planner table
Symbol / inputMeaningUnit
QVolumetric flow ratem^3/s after conversion
DInternal pipe diameterm after conversion
LPipe lengthm
fDarcy friction factordimensionless
KSum of minor-loss coefficientsdimensionless
gStandard gravitational acceleration used by ToolLott9.80665 m/s^2

Step-by-step method

  1. Convert flow from L/s to m^3/s and diameter from mm to m.
  2. Calculate pipe cross-sectional area and mean velocity.
  3. Calculate velocity head v^2/(2g).
  4. Apply Darcy-Weisbach major loss and the summed K minor loss, then add them.

Worked example

A pump line is screened at 35 L/s through 150 mm internal diameter over 110 m, using f = 0.02 and total K = 3.

Example inputs

  • Flow = 35 L/s
  • Internal diameter = 150 mm
  • Length = 110 m
  • Darcy friction factor = 0.02
  • Total K = 3

Calculation / processing

  1. Pipe area = pi x 0.15^2 / 4 = 0.01767 m^2
  2. Velocity = 0.035 / 0.01767 = 1.981 m/s
  3. Velocity head = 1.981^2 / (2 x 9.80665) = 0.200 m
  4. Major loss = 0.02 x (110 / 0.15) x 0.200 = 2.933 m
  5. Minor loss = 3 x 0.200 = 0.600 m
Total friction head loss = 3.533 m.

About 2.933 m comes from the straight-pipe Darcy-Weisbach term and about 0.600 m from the entered fittings/minor-loss coefficient.

Assumptions

  • The user supplies an appropriate Darcy friction factor and summed minor-loss K value.
  • The pipe is treated as a constant internal diameter carrying steady incompressible flow.
  • The calculation uses g = 9.80665 m/s^2.

Limitations

  • ToolLott does not derive friction factor from Reynolds number, roughness or viscosity on this page.
  • Static elevation head, pump efficiency, transient effects and system-curve interactions are separate from this friction-loss result.
  • Final hydraulic design should use project-specific pipe data, fittings, fluid properties and design criteria.

Common questions

What is the difference between major and minor loss?

Major loss is the friction loss along the straight pipe length. Minor loss represents local disturbances such as fittings, valves and entrances through K coefficients.

Does this tool calculate the Darcy friction factor?

No. The current page deliberately makes friction factor an explicit user input so the assumption is visible.

Is friction head loss the same as pump head?

No. Pump duty can also include static head, pressure requirements, velocity terms and other system losses.

Methodology sources

Related ToolLott tools

ToolLott methodologyBuild 0126 - production tool logic + verified worked example
Last methodology review2026-08-11
Worked example

A realistic way Chloe could use this tool

Chloe is a project engineer.

1Real-world situation

Chloe is reviewing 35 L/s through 110 m of pipe and needs head loss before selecting a pump.

2Example data / workflow

For this case the entered data is flow = 35; diameter = 150; length = 110; friction factor = 0.02; minor k = 3. The page evaluates that exact set and reports Total friction head loss: 3.533 m; the example therefore demonstrates the method with real values rather than describing a vague before-and-after story.

3Result and why it matters

This produces Total friction head loss: 3.533 m. In practical terms, Chloe can head loss before selecting a pump using a result tied to the shown inputs instead of an unexplained recommendation. The page also keeps this limitation explicit: Preliminary screening/planning calculation only.

Fictional scenario using realistic example data. For Ready tools, the worked result is tied to the tested example shown in the tool. Replace the figures with your own inputs and independently verify important professional, financial, legal, health or safety decisions.

What this calculator is for

Use it to estimate Darcy-Weisbach straight-pipe and minor/fitting head losses from explicit flow, diameter, length, friction factor and K assumptions.

It sits within ToolLott’s Hydraulic collection, where you can also calculate NPSH, pipe friction loss, pipe velocity, pump head, pump power, reservoir capacity and water-hammer screening values.

Hydraulic planning layer

Pipe Flow & Friction-Loss Planner

See how flow, diameter, length and friction factor combine into velocity and head loss.

Velocity
Head loss
Pressure loss