SCFM Calculator

Convert actual volumetric flow to standard cubic feet per minute at 14.696 psia and 59°F.

ACFM to SCFM conversion
Use actual absolute pressure and actual flowing temperature; standard conditions are fixed at 14.696 psia and 59°F.

About SCFM and standard flow

Standard cubic feet per minute, or SCFM, expresses a gas flow as the volume that the same quantity of gas would occupy at defined reference pressure and temperature. Actual cubic feet per minute, or ACFM, describes volume at the gas's flowing conditions. Because gases expand when heated and contract when pressure rises, equal ACFM readings can represent different amounts of gas. Standardization makes compressor capacity, pneumatic consumption, ventilation data, and process measurements easier to compare. This calculator applies SCFM = ACFM × (Pactual/Pstandard) × (Tstandard,R/Tactual,R). Its reference conditions are 14.696 pounds per square inch absolute and 59 degrees Fahrenheit. Fahrenheit temperatures are converted to absolute Rankine by adding 459.67, making the standard temperature 518.67 degrees Rankine. Pressure must also be absolute. The ratios then have no units, and the result retains cubic feet per minute as its flow unit. A flow measured at exactly 14.696 psia and 59°F has the same numerical ACFM and SCFM values. At twice the absolute pressure with unchanged temperature, each actual cubic foot contains approximately twice as much gas, so SCFM is twice ACFM. At a higher temperature with unchanged pressure, gas is less dense, so the standard flow corresponding to a given actual volume is lower. Both corrections follow the ideal gas relationship. Gauge pressure is a common source of major mistakes. A gauge reports pressure relative to local atmosphere, while this equation requires pressure relative to a perfect vacuum. Near sea level, convert psig to psia by adding the local atmospheric pressure, commonly approximated as 14.696 psi. The actual atmospheric value varies with altitude and weather. Likewise, use gas temperature in the flowing stream rather than ambient room temperature when heating, compression, or piping changes it. SCFM does not have one universal reference across every industry. Other specifications may use 60°F, 68°F, 0°C, 1 bar, or another standard, and some use the labels Nm³/h or standard liters per minute. Always confirm the conditions stated by the equipment supplier, contract, or engineering standard before comparing numbers. This calculator assumes ideal-gas behavior and unchanged gas composition. For high pressures, cryogenic conditions, condensing mixtures, or strongly nonideal gases, a compressibility-factor correction and a more detailed equation of state may be necessary.

SCFM conversion examples

Actual conditionsStandard flowContext
100 ACFM, 14.696 psia, 59°F100.000 SCFMActual conditions equal the selected standard.
500 ACFM, 29.392 psia, 159°F838.363 SCFMPressure raises and temperature lowers the correction.
250 ACFM, 14.696 psia, 159°F209.591 SCFMWarm gas occupies more actual volume.

How to convert ACFM to SCFM

  1. Enter the measured actual flow in cubic feet per minute.
  2. Enter flowing pressure in psia, converting from gauge pressure if necessary.
  3. Enter the actual flowing gas temperature in degrees Fahrenheit.
  4. Select Convert to SCFM and compare only with ratings that use the same standard conditions.

SCFM calculator FAQ

What standard conditions does this calculator use?

It uses 14.696 psia and 59°F, equivalent to 518.67°R. Other published SCFM values may use different reference conditions, so check their definitions.

Can I enter pressure in psig?

No, the formula requires absolute pressure in psia. Add local atmospheric pressure to a gauge reading before entering it.

Why is absolute temperature necessary?

Gas volume is proportional to thermodynamic temperature rather than the Fahrenheit offset scale. Converting Fahrenheit to Rankine provides the required absolute temperature ratio.

Are ACFM and SCFM ever equal?

They are numerically equal when actual pressure and temperature match the selected standard conditions. They can also coincide accidentally when pressure and temperature correction ratios offset one another.

Does this work for every gas?

The pressure-temperature correction is suitable for a fixed-composition gas behaving ideally. Nonideal gases at demanding conditions may require compressibility factors or property software.