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Air-Fuel Ratio Calculator

Calculate air-fuel ratio from air mass and fuel mass, find lambda, and compare the result with a selected stoichiometric air-fuel ratio.

Calculate AFR & Lambda

Enter air and fuel mass using the same mass unit.

14.70:1 Air / Fuel

Air-to-Fuel Ratio

AFR compares the mass of air entering the calculation with the mass of fuel. Both inputs must use the same mass unit.

AFR = Air Mass ÷ Fuel Mass
g
Enter the mass of air in any consistent mass unit.
g
Air and fuel must be entered using the same mass unit.
Used to calculate lambda and relative mixture.
:1
:1
Reference value used for the lambda calculation.
Calculated Air-Fuel Ratio
—
—
— Lambda
— Stoich Reference
— Difference
— Relative Mixture

What Is an Air-Fuel Ratio Calculator?

An Air-Fuel Ratio Calculator determines the ratio between the mass of air and the mass of fuel in a mixture. The result is commonly written as a ratio such as 14.7:1, meaning 14.7 units of air mass for every 1 unit of fuel mass.

This calculator also compares the calculated AFR with a selected stoichiometric reference and calculates lambda, making it easier to express the mixture relative to that reference.

Air-Fuel Ratio Formula

AFR is calculated by dividing air mass by fuel mass. Because AFR is a mass ratio, both values need to use the same mass unit.

Air-Fuel Ratio Formula

AFR = Mass of Air ÷ Mass of Fuel

For example, if the mixture contains 147 grams of air and 10 grams of fuel, dividing 147 by 10 produces an AFR of 14.7:1.

How to Use the Air-Fuel Ratio Calculator

01

Enter Air Mass

Enter the amount of air by mass using grams, kilograms or another consistent mass unit.

02

Enter Fuel Mass

Enter fuel mass using exactly the same mass unit used for the air value.

03

Calculate AFR

Select a reference fuel and calculate AFR, lambda and the relative mixture.

Air-Fuel Ratio Calculation Example

Suppose the measured mixture contains 147 grams of air and 10 grams of gasoline by mass.

Example Calculation

AFR = 147 g ÷ 10 g
AFR = 14.7:1
Lambda = 14.7 ÷ 14.7 = 1.00

Using a 14.7:1 gasoline reference, this example produces lambda 1.00.

What Is Lambda in Air-Fuel Ratio?

Lambda expresses the actual AFR relative to a selected stoichiometric AFR. A lambda value of 1.00 means the actual AFR matches the reference stoichiometric ratio.

Lambda Formula

λ = Actual AFR ÷ Stoichiometric AFR

Lambda = 1

The calculated AFR equals the selected stoichiometric reference.

Lambda Below 1

The mixture contains more fuel relative to air than the selected stoichiometric reference, often described as richer.

Lambda Above 1

The mixture contains less fuel relative to air than the selected stoichiometric reference, often described as leaner.

AFR vs Lambda

AFR is fuel-dependent, while lambda expresses the mixture relative to that fuel's selected stoichiometric reference.

Common Stoichiometric AFR Reference Values

Different fuels have different stoichiometric air-fuel ratios. The following values are useful approximate references rather than universal specifications for every fuel blend.

Fuel Approx. Stoichiometric AFR
Gasoline 14.7:1
Diesel Approx. 14.5:1
E85 Approx. 9.77:1
Ethanol Approx. 9.0:1
Methanol Approx. 6.47:1

Real commercial fuels can vary in composition. For example, the actual ethanol content of a fuel blend may differ, which changes its exact stoichiometric AFR. Use the custom option when you have a specific reference value.

Rich vs Lean Air-Fuel Ratio

Rich and lean are relative terms. A mixture is considered richer than the selected stoichiometric reference when its lambda is below 1. A mixture is leaner when lambda is above 1.

For a 14.7:1 gasoline reference, an AFR of 13:1 is richer than stoichiometric, while an AFR of 16:1 is leaner. Those labels alone do not determine whether a mixture is appropriate for a particular engine or operating condition.

Why Air-Fuel Ratio Matters

Air-fuel ratio is one way to describe the relationship between air and fuel supplied to a combustion process. In engine applications, AFR can vary with operating conditions, fuel type, engine design and control strategy.

Fuel Type

Different fuels require different reference ratios, so the same numerical AFR does not represent the same lambda for every fuel.

Lambda Comparison

Lambda provides a convenient way to compare a mixture against its selected stoichiometric reference.

Important Calculation Note

This tool calculates mathematical AFR and lambda values only. It does not recommend an engine tuning target or determine a safe operating mixture. Appropriate engine settings depend on the engine, fuel, load, calibration, emissions system and manufacturer requirements.

AFR by Mass vs Volume

Air-fuel ratio is normally expressed as a mass ratio, not a direct volume ratio. Therefore, entering 10 liters of one material and 1 liter of another does not automatically represent a 10:1 AFR.

For this calculator, enter both quantities using the same mass unit. You can use grams, kilograms, pounds or another mass unit because the identical units cancel when the ratio is calculated.

Common Air-Fuel Ratio Calculation Mistakes

  • Using air mass and fuel mass in different units.
  • Confusing a mass ratio with a volume ratio.
  • Using gasoline's stoichiometric AFR for a different fuel.
  • Treating AFR and lambda as identical numbers.
  • Assuming a mathematical rich or lean label automatically determines an appropriate engine setting.

Air-Fuel Ratio Calculator FAQs

Divide the mass of air by the mass of fuel. For example, 147 grams of air divided by 10 grams of fuel gives an AFR of 14.7:1.

It means there are 14.7 units of air mass for every one unit of fuel mass. It is commonly used as an approximate stoichiometric reference for gasoline.

Divide the actual AFR by the selected stoichiometric AFR. For example, 14.7 divided by 14.7 gives lambda 1.00.

Lambda 1 means the calculated air-fuel ratio equals the selected stoichiometric AFR reference.

No. Different fuels and blends have different stoichiometric air-fuel ratios. The exact value also depends on fuel composition.

Yes. You can use grams, kilograms, pounds or another mass unit as long as both the air mass and fuel mass are entered using the same unit.