Water Pressure Calculator
Calculate static pressure from elevation, friction pressure loss, and resulting dynamic pressure at the outlet.
About this calculator
This calculator estimates water pressure at a fixture by combining elevation-driven static pressure loss with friction-driven pressure loss along the supply pipe, starting from an assumed 60 PSI supply pressure. Pipe Diameter has an outsized effect on Friction Loss -- the underlying Hazen-Williams formula raises diameter to nearly the 5th power, so a 10% change in Pipe Diameter swings Friction Loss more than the same percentage change in Flow Rate or Pipe Length, even though a fraction of an inch feels like a small adjustment to make. Elevation Change plays no role in Friction Loss at all -- it only affects Pressure at Outlet directly, through a separate static-head term, and moves it in the opposite direction from what intuition might suggest for "uphill": a positive Elevation Change means the outlet sits above the source, so it subtracts from the available pressure, while a negative value (outlet below the source) adds to it.
Flow Rate and Pipe Length both raise Friction Loss as they increase, but neither swings the result as sharply as Pipe Diameter does. If Pressure at Outlet lands below roughly 20 PSI, a booster pump or a larger-diameter pipe run are the two standard fixes.
Inputs
Results
Pressure at Outlet
54 PSI
How to Use This Calculator
- Enter Elevation Change (ft) — positive if the outlet is above the source, negative if below.
- Set Pipe Diameter (inches) and Pipe Length (ft).
- Enter Flow Rate (GPM) at the fixture.
- Review Dynamic Pressure at Outlet, Elevation Loss (psi), and Friction Loss (psi).
- If dynamic pressure is below 20 psi, consider a booster pump or larger pipe diameter.
How the result changes with Pipe Diameter
| Pipe Diameter | Pressure at Outlet |
|---|---|
| 0.38 | 6.83 PSI |
| 0.56 | 48.92 PSI |
| 1.13 | 55.44 PSI |
| 1.88 | 55.65 PSI |
What each input means
- Elevation Change
- Height difference from supply to outlet. Positive means water flows uphill.
- Pipe Diameter
- Interior diameter of the supply pipe.
- Pipe Length
- Total length of the pipe run.
- Flow Rate
- Expected water flow rate in gallons per minute.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersElevation Change = 10, Pipe Diameter = 0.75, Pipe Length = 100, Flow Rate = 5 = 4 input(s) provided
- Calculate Pressure at OutletPressure at Outlet54 = 54
- Calculate Elevation LossElevation Loss = Math4.33 = 4.33
- Calculate Friction LossFriction Loss1.67 = 1.67
Engine last updated . Checked against 3 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why does pipe diameter affect pressure loss more than pipe length or flow rate?
The Hazen-Williams friction formula behind this calculator raises Pipe Diameter to nearly the 5th power, so even a small percentage change in diameter swings Friction Loss more sharply than the same percentage change in Flow Rate or Pipe Length, both of which enter the formula with much smaller exponents.
What does a positive Elevation Change mean for my pressure?
A positive Elevation Change means the outlet sits above the water source, and it subtracts from Pressure at Outlet -- the calculator converts elevation gain into a static pressure loss at a rate of 1 PSI for every 2.31 feet of rise, which is standard hydrostatic head.
Does a longer pipe run always lose more pressure?
Yes -- Pipe Length increases Friction Loss in direct proportion, since the friction rate is calculated per 100 ft of pipe and then scaled by the actual Pipe Length, so doubling the length of a run roughly doubles the friction-related pressure loss for the same diameter and flow rate.
What should I do if my calculated pressure at the outlet is too low?
If Pressure at Outlet falls below roughly 20 PSI, the two standard fixes are increasing Pipe Diameter, which cuts Friction Loss sharply because of its outsized effect in the underlying formula, or adding a booster pump to raise pressure directly rather than reducing losses.
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