Duct Sizing Calculator
Enter the airflow you need to move and the friction rate you're designing to. You get the exact diameter, the standard size to install, and the velocity you'll actually see.
- Round & rectangular
- Velocity check built in
- Equal friction method
Duct sizer (ductulator)
Sizes at the entered friction rate (equal friction method) and rounds up to standard sizes. Residential guideline: keep supply trunks under ~900 fpm, returns under ~700 fpm. Always confirm against local code and the manufacturer's blower table.
How the sizing works
Most residential and light commercial duct design uses the equal friction method: pick a friction rate, then size every run so it loses that same pressure per 100 feet. Designing to a friction rate keeps the system balanced without re-computing the whole trunk every time a branch changes.
This calculator solves for the diameter that produces your target friction rate at your airflow, then rounds up to the nearest standard size — so you land slightly under your design pressure drop rather than over it.
Choosing a friction rate
- 0.08 in. w.c. per 100 ft — a common residential supply design point.
- 0.05 in. w.c. per 100 ft — typical for return ductwork, where you want less resistance.
- 0.10 in. w.c. per 100 ft — commercial work, or long runs where you trade a little noise for a smaller duct.
Lower friction rates mean bigger ducts and quieter air. Higher rates mean tighter ductwork but more static pressure for the blower to work against — and static pressure is what you're fighting when you get an airflow complaint.
Velocity limits that keep it quiet
| Run | General target |
|---|---|
| Supply trunk | ≤ 900 fpm |
| Supply branch | ≤ 700 fpm |
| Return trunk | ≤ 700 fpm |
| Return branch | ≤ 600 fpm |
| Filter grille face | ≤ 300 fpm |
Above roughly 1,200 fpm you'll hear it — and a noise complaint tends to outlive the airflow problem you were solving. The velocity check flags this as you size. Treat these as general guidance and confirm against Manual D, the manufacturer's blower table, and local code.
Round vs. rectangular
Rectangular duct is often the only option in a tight chase or above a hard ceiling. To compare the two, the calculator converts the rectangular size to an equivalent round diameter — the round duct that would have the same friction loss:
De = 1.3 × (a · b)^0.625 / (a + b)^0.25
Give it the height you actually have room for and it solves for the width that hits the equivalent diameter. Round duct is always more efficient for the same cross-section — go rectangular only when the space makes you.
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