Re: ODB-II
httttps://x-engineer.org/automotive-engineering/internal-combustion-engines/performance/air-fuel-ratio-lambda-engine-performance/
Air-fuel ratio, lambda and engine performance – x-engineer.org
ECU Lambda mapping FAR is known as plus or minus FAR(ideal)...
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We have seen what is and how to calculate the stoichiometric (ideal) air-fuel ratio. In reality, internal combustion engines do not work exactly with ideal AFR, but with values close to it. Therefore we’ll have an ideal and a actual air-fuel AFR. The ratio between the actual air-fuel ratio (AFRactual) and the ideal/stoichiometric air-fuel ratio (AFRideal) is called equivalence air-fuel ratio or lambda (λ).
Depending on the type of fuel (gasoline or diesel) and the type of injection (direct or indirect), an internal combustion engine can function with lean, stoichiometric or rich air-fuel mixtures.
httttps://x-engineer.org/automotive-engineering/internal-combustion-engines/performance/air-fuel-ratio-lambda-engine-performance/
Air-fuel ratio, lambda and engine performance – x-engineer.org
ECU Lambda mapping FAR is known as plus or minus FAR(ideal)...
------------------------------------- Insert -------------------------------------
We have seen what is and how to calculate the stoichiometric (ideal) air-fuel ratio. In reality, internal combustion engines do not work exactly with ideal AFR, but with values close to it. Therefore we’ll have an ideal and a actual air-fuel AFR. The ratio between the actual air-fuel ratio (AFRactual) and the ideal/stoichiometric air-fuel ratio (AFRideal) is called equivalence air-fuel ratio or lambda (λ).
λ=AFRactualAFRideal(3)
For example, the ideal air-fuel ratio for a gasoline (petrol) engine is 14.7:1. If the actual/real AFR is 13.5, the equivalence factor lambda will be:λ=13.514.7=0.92
Depending on the value of lambda, the engine is told to work with lean, stoichiometric or rich air-fuel mixture.Equivalence factor | Air-fuel mixture type | Description |
λ < 1.00 | Rich | There is not enough air to burn completely the amount of fuel; after combustion there is unburnt fuel in the exhaust gases |
λ = 1.00 | Stoichiometric (ideal) | The mass of air is exact for a complete combustion of the fuel; after combustion there is no excess oxygen in the exhaust and no unburnt fuel |
λ > 1.00 | Lean | There is more oxygen than required to burn completely the amount of fuel; after combustion there is excess oxygen in the exhaust gases |
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