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Flow Units

Flow (volume rate) determines the speed of work. This is where it gets complicated because air is compressible.

The Fundamental Problem

Air is compressible. 100 liters of air at 100 psig occupy only ~14 liters at atmospheric pressure.

When we talk about flow, we must specify at what conditions we're referring.

Flow at Standard Conditions

UnitNameReference conditions
scfmStandard Cubic Feet per Minute14.7 psia, 68°F (20°C), 0% RH
Nm³/hNormal cubic meter per hour1.013 bar, 32°F (0°C), 0% RH
Sm³/hStandard cubic meter per hour1.013 bar, 59°F (15°C), 0% RH
sl/minStandard liters per minute1.013 bar, 68°F (20°C), 65% RH
Caution!

scfm and Nm³/h are NOT directly convertible because they use different reference temperatures.

Actual vs. Standard Flow

TermMeaning
SCFMFlow converted to standard conditions
ACFMACTUAL flow at operating conditions
ICFMFlow at compressor INLET
FADFree Air Delivery - "free" air flow

The Conversion Equation

ACFM=SCFM×PstdPactual×TactualTstdACFM = SCFM \times \frac{P_{std}}{P_{actual}} \times \frac{T_{actual}}{T_{std}}

Example:

  • 100 scfm compressor
  • Operating at 100 psig and 95°F
ACFM=100×14.7114.7×555528=13.5 acfmACFM = 100 \times \frac{14.7}{114.7} \times \frac{555}{528} = 13.5 \text{ acfm}

100 scfm becomes only 13.5 cfm of actual flow in the pipe!

FAD (Free Air Delivery)

FAD is the most common measure for compressor capacity. It represents the free air flow the compressor can deliver.

To compare compressors

Always compare FAD under the same reference conditions.

Conversions

FromToFactor
1 scfmNm³/h× 1.609
1 scfml/s× 0.472
1 l/sscfm× 2.12
1 m³/mincfm× 35.3