Carburetor setup and atmospheric correction

Carburetor Jetting Calculator

Translate a known baseline main and pilot jet to new altitude, temperature, humidity, and pressure conditions using dry-air density—then compare exact, nearest, higher, and lower available jet numbers without hiding the assumptions.

Calculated output

Jetting correction summary

Estimated
Dry-air density ratiotarget ÷ baseline
Model correctionjet-number change
Exact main estimateunrounded number
Nearest mainavailable candidate
Higher mainat or above exact
Lower mainat or below exact
Exact pilot estimatefirst-order only
Nearest pilotavailable candidate
Condition Preview

Air-density comparison

Hover points
Calculated Dimensions

Equivalent metering-area change

relative scale
Audit the estimate

Atmosphere and jet breakdown

no hidden constants
ItemBaselineTarget / result
Atmospheric pressure
Pressure source
Saturation vapor pressure
Actual water-vapor pressure
Dry-air partial pressure
Dry-air density
Total moist-air density
Fuel-demand ratioKnown baseline = 1.0000
Equivalent diameter ratioKnown baseline = 1.0000
Selected number model
Main available series
Pilot available series

Calculation method

Atmospheric and jet-number formulas

The calculator corrects a known baseline rather than pretending engine displacement alone can determine a carburetor jet. Water vapor displaces dry, oxygen-bearing air, so the correction uses dry-air density rather than total moist-air density.

1. Standard pressure

P = 101325 × (1 − 2.25577×10⁻⁵ × altitude)⁵·²⁵⁵⁸⁸

This troposphere approximation is used only when measured station pressure is zero. A valid local station-pressure input overrides it.

2. Water-vapor pressure

Pv = RH × 610.94 × exp(17.625T ÷ (T + 243.04))

Relative humidity is applied as a fraction. The saturation approximation uses degrees Celsius and returns pascals.

3. Dry-air density

ρdry = (P − Pv) ÷ (287.058 × Tkelvin)

The dry component controls the oxygen-bearing air-mass comparison. Moist density additionally includes vapor density using its own gas constant.

4. Fuel-demand ratio

F = ρdry target ÷ ρdry baseline

This is a first-order steady-state air-mass correction. It does not model carb pressure depression, fuel viscosity, atomization, signal strength, or engine volumetric efficiency.

5. Flow-index model

target jet number = baseline number × F

Use only when numbers are reasonably proportional to rated fuel flow within the same genuine jet family.

6. Diameter-code model

target jet number = baseline number × √F

Use only when numbers are proportional to metering diameter. Required area changes by F, so equivalent diameter changes by its square root.

Tuning and safety

Carburetor jetting FAQ

Can this calculate jetting from engine size alone?

No. Absolute jetting depends on carburetor family and size, needle jet, needle, slide, air correction, fuel, intake, exhaust, porting, compression, ignition, load, and engine condition. The tool only corrects a known physical baseline between atmospheres.

Which jet-number model should I select?

Use the manufacturer’s documentation for the exact genuine jet family. Some numbers approximate rated flow, some resemble bore diameter, and others are calibration identifiers. Do not mix Mikuni, Keihin, Dell’Orto, pattern, drilled, or unknown jets by number.

Why does humidity reduce the correction basis?

Water vapor replaces part of the dry air at the same total pressure. Because oxygen is carried by the dry-air component, increased vapor pressure reduces oxygen-bearing air mass even though total moist density changes differently.

Should weather-app barometric pressure be entered?

Only if it is local station pressure. Many weather services report pressure corrected to sea level; combining that value with actual altitude would be misleading. Leave pressure at zero when uncertain so altitude-derived standard pressure is used consistently.

Is the nearest calculated main jet automatically safe?

No. A lower-number result can create a damaging lean condition if any assumption is wrong. Begin from a known conservative rich setup and verify under controlled load using the carburetor and engine manufacturer’s tuning procedure.

Why is pilot-jet correction labelled first-order?

The pilot circuit also depends strongly on air screw or fuel screw position, bypass holes, slide cutaway, needle straight diameter, throttle opening, and engine signal. Atmospheric scaling is only a starting comparison.

Can the calculator choose a needle clip position?

No. Clip direction and effect depend on needle orientation and carburetor design, while needle taper and needle-jet interaction are not represented by one atmospheric factor. Tune each throttle range separately.

What must remain unchanged from the baseline?

Carburetor and genuine jet family, fuel and oil ratio, float height, fuel level, reeds or intake, filter, exhaust, porting, compression, ignition, cooling, engine condition, and test method should remain equivalent for a meaningful atmospheric correction.

How should target jetting be verified?

Follow the manufacturer’s staged procedure, beginning rich and changing one circuit at a time. Use controlled plug chops or appropriate instrumentation, inspect piston crown and plug evidence correctly, monitor temperature or detonation where applicable, and stop immediately when symptoms are unsafe.

Is this a tuning instruction or warranty of engine safety?

No. It is a transparent mathematical comparison. Incorrect jetting can seize or damage an engine and can cause loss of control. Final setup and testing remain the responsibility of a competent tuner using the exact machine.

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