Carburetor CFM Calculator
Estimate how much air a four-stroke engine draws in CFM from cubic inches, maximum rpm and volumetric efficiency, the figure to compare carburetor ratings with.
Carburetor CFM Calculator
Background.
Is a 600 CFM carburetor too much for a mild 355? The way to find out is to work out how much air the engine can actually swallow at the top of the rev range it uses, then hold that figure up against carburetor ratings. Engine airflow comes from three numbers: displacement, maximum rpm, and volumetric efficiency, the share of its swept volume the engine really fills on each intake stroke.
The formula is the one Edelbrock and Holley both publish for four-stroke engines: CFM = CID × RPM × VE ÷ 3,456. A 355 cubic-inch engine turning 4,500 rpm at 105% volumetric efficiency comes to about 485 CFM.
That number is the engine's demand, not a part number. Carburetor ratings are measured on a flow bench at a fixed pressure drop, and an oversized carburetor moves air too slowly through its venturis at low speed to meter fuel well, so check the estimate against the carburetor maker's application guidance.
What is carburetor cfm calculator?
Engine airflow in CFM is the volume of air, in cubic feet per minute, that an engine draws through its intake at a given speed. Each cylinder of a four-stroke engine takes one breath every two crankshaft turns, so at perfect filling the engine inhales half its displacement per revolution. Volumetric efficiency scales that ideal: below 100% when restrictions stop the cylinders filling completely, above 100% when tuned intake and exhaust pulses or a supercharger pack in more. A carburetor's CFM rating is a separate figure, the flow it passes on a test bench, and sizing means matching the two.
How to use this calculator.
- Enter total engine displacement in cubic inches. To convert from litres, multiply by 61.0237; a 5.7 L engine is about 347.8 in³.
- Enter the highest rpm the engine will actually run at under load, such as its power peak or shift point, rather than a rev limiter it rarely reaches.
- Enter volumetric efficiency as a percentage, from dyno or flow data if you have it. Untuned street engines usually fall short of 100%; use a figure above 100 only with evidence for it.
- Compare the result with carburetor ratings taken on the same test standard, and confirm the choice with the manufacturer's application guide.
The formula.
CFM = CID × RPM × (VE ÷ 100) ÷ 3,456. CID × RPM is the volume the pistons sweep in a minute, in cubic inches. A four-stroke cylinder fills on only every second revolution, so half that volume is drawn in, and dividing by 1,728 cubic inches per cubic foot converts it to cubic feet; the 2 and the 1,728 multiply to give 3,456. Volumetric efficiency then scales the ideal figure up or down.
Every input enters in direct proportion, so 10% more rpm or 10% more efficiency means 10% more air. The divisor is specific to four-stroke engines; a two-stroke, which fills once per revolution, would use 1,728 instead. The result is a volume flow at whatever density the air happens to have, with no correction for altitude or temperature.
A worked example.
A 355 cubic-inch V8, the size a small-block 350 becomes when bored 0.030 in oversize, will be run to 4,500 rpm and is credited with 105% volumetric efficiency. In a minute its pistons sweep 355 × 4,500 = 1,597,500 cubic inches. Each cylinder fills on every second revolution, 4,500 ÷ 2 = 2,250 intake strokes a minute, so at 100% efficiency it draws half that, 798,750 cubic inches, and 798,750 ÷ 1,728 = 462.2396 CFM. Scaling by 1.05 for the better-than-perfect filling gives 462.2396 × 1.05 = 485.3516 CFM, about 485.35. That is the figure to set against four-barrel ratings for this engine at the top of its working range.
Frequently asked questions.
Does the result tell me exactly which carburetor to buy?
Where does the 3,456 in the formula come from?
What volumetric efficiency should I enter?
Can I compare a two-barrel carburetor rating with this number?
Which rpm should I use for a street engine?
References& sources.
How this page was produced
- Published by
- Quanta Calculator
- Overseen by
- Daniel, Quanta Calculator Researcher
- Primary sources
- 2 cited below
- Method
- CFM = CID × RPM × (VE / 100) / 3456
- Published
- Last verified
Built with AI assistance and verified by automated tests against the cited sources — every worked example on this page is computed by the same code that runs the calculator. How we build and check calculators.
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