Adiabatic Lapse Rate Calculator

Enter two altitude and temperature measurements to calculate the Environmental Lapse Rate (ELR) — the rate at which temperature changes with altitude. Provide Temperature 1, Altitude 1, Temperature 2, and Altitude 2, and the calculator returns the lapse rate in °C/km along with atmospheric stability classification compared against the standard dry (9.8 °C/km) and moist (6.5 °C/km) adiabatic lapse rates.

°C

Temperature at the lower altitude measurement point.

m

Lower altitude measurement point in meters.

°C

Temperature at the higher altitude measurement point.

m

Upper altitude measurement point in meters.

Results

Environmental Lapse Rate

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Total Temperature Change

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Altitude Difference

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Atmospheric Stability

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vs. Dry Adiabatic Rate (9.8 °C/km)

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vs. Moist Adiabatic Rate (6.5 °C/km)

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Lapse Rate Comparison (°C/km)

Results Table

Frequently Asked Questions

What is the adiabatic lapse rate?

The adiabatic lapse rate is the rate at which air temperature decreases with increasing altitude when a parcel of air rises without exchanging heat with its surroundings. There are two standard values: the dry adiabatic lapse rate (DALR) at approximately 9.8 °C/km and the moist (saturated) adiabatic lapse rate (MALR) at approximately 6.5 °C/km.

What is the difference between dry and moist adiabatic lapse rates?

The dry adiabatic lapse rate (~9.8 °C/km) applies to unsaturated air parcels rising without condensation. The moist adiabatic lapse rate (~6.5 °C/km) applies when air is saturated and water vapor is condensing, releasing latent heat that partially offsets the cooling, resulting in a slower temperature drop with altitude.

What is the environmental lapse rate (ELR)?

The environmental lapse rate (ELR) is the observed rate of temperature decrease with altitude in the actual atmosphere at a given time and location. It is measured by weather balloons or radiosondes and is calculated as: ELR = -(T₂ - T₁) / (Z₂ - Z₁). Unlike the adiabatic lapse rates, the ELR varies with weather conditions.

How does the lapse rate determine atmospheric stability?

If the ELR is less than the moist adiabatic rate (< 6.5 °C/km), the atmosphere is absolutely stable. If the ELR is between the moist and dry rates (6.5–9.8 °C/km), it is conditionally unstable. If the ELR exceeds the dry adiabatic rate (> 9.8 °C/km), the atmosphere is absolutely unstable, promoting strong vertical mixing and thunderstorm development.

What is conditional instability?

Conditional instability occurs when the environmental lapse rate falls between the moist (~6.5 °C/km) and dry (~9.8 °C/km) adiabatic lapse rates. The atmosphere is stable for unsaturated air but unstable for saturated air. If a parcel is lifted high enough to saturate, it can become buoyant and rise freely, a common trigger for convective storms.

What units are used for lapse rate?

Lapse rate is most commonly expressed in degrees Celsius per kilometer (°C/km) in meteorology. It can also be expressed in Fahrenheit per 1,000 feet (°F/1000 ft), where the standard dry adiabatic lapse rate is approximately 5.4 °F/1000 ft, or in Kelvin per meter (K/m), where it is approximately 0.0098 K/m.

Why does temperature normally decrease with altitude?

The atmosphere is primarily heated from below by the Earth's surface, which absorbs solar radiation and re-emits it as longwave infrared energy. As air rises away from this heat source and pressure decreases, air expands and cools. This is why temperature generally decreases with altitude in the troposphere — the lowest layer of the atmosphere.

What are real-world applications of lapse rate calculations?

Lapse rate calculations are essential in aviation (determining cloud base heights and turbulence potential), meteorology (forecasting thunderstorms and severe weather), mountain climatology (estimating summit temperatures), environmental engineering (stack emissions and air quality modeling), and climate science (studying feedback mechanisms in a warming atmosphere).

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