InputsLive
Temperature unit
Surface temperature
°C
Dew point
°C
Result
Estimated cumulus cloud base
4,000 ft AGL
1,250 m above ground. A moderate base, typical of a fair-weather cumulus afternoon.
Surface temperature25 °C
Dew point15 °C
Temp − dew point spread10 °C

An estimate for convective cumulus only — not an aviation weather briefing. How accurate is this?

Results are estimates. Consult a professional.

How it's calculated

How the cloud base calculator works

Cloud base is the height of the bottom of a cloud above the ground. For fair-weather cumulus — the puffy clouds that build on a sunny afternoon — that height can be estimated from just two surface readings: the air temperature and the dew point. The calculator takes both, finds the gap between them (the "spread"), and returns the estimated cumulus cloud base in feet and metres above ground level (AGL).

The method works because of how rising air cools. A parcel of sun-warmed air rises and cools at the dry adiabatic lapse rate, about 5.4 °F per 1,000 ft, while its dew point falls much more slowly, about 1.0 °F per 1,000 ft. The two readings therefore close in on each other at roughly 4.4 °F per 1,000 ft. Where they meet, the air is saturated and cloud forms — that height is the cloud base.

base (ft) = (T°F Td°F) / 4.4 × 1000
base (ft) ≈ (T°C Td°C) × 400
base (m) ≈ (T°C Td°C) × 125
This is the temperature–dew point spread method (often called Espy's equation) used in aviation meteorology and taught by the U.S. FAA: ((surface temperature − dew point) / 4.4) × 1,000 = cloud base. It estimates the lifting condensation level where convective cumulus forms.
The idea

Why the temperature–dew point spread predicts cloud base

Cloud forms when air cools to its dew point — the temperature at which the water vapor it carries starts to condense. At the surface, the air temperature is usually above the dew point, so the air is clear. The spread between them is a measure of how much the air would have to cool before condensation begins.

Lift does that cooling. On a sunny day, the ground warms the air just above it, that air becomes buoyant and rises, and as it rises it expands and cools. Because the temperature drops about 4.4 °F per 1,000 ft faster than the dew point does, a larger surface spread means the parcel has to climb higher before the two converge — so a dry day (big spread) gives high cloud bases, and a humid day (small spread) gives low ones.

Small spread → low cloud; big spread → high cloud
A 5 °C spread puts cumulus around 2,000 ft; a 15 °C spread pushes it to about 6,000 ft. Same physics, driven entirely by how moist the surface air is. When the spread reaches zero the air is already saturated and cloud — as mist or fog — sits on the ground.
What you enter

The two inputs: surface temperature and dew point

Both numbers come from the same place — a thermometer, a weather app, or an aviation METAR report — and both must be surface readings taken at the same time.

Surface temperature

This is the ordinary (dry-bulb) air temperature near the ground. It is the higher of the two numbers and sets the starting point the rising parcel cools down from.

Dew point

This is the temperature the air would need to reach to become saturated. It can never be higher than the air temperature; when it equals the air temperature the surface air is already saturated. The dew point is the better measure of how much moisture the air actually holds, which is why it — not relative humidity — drives the cloud base estimate.

Use °C or °F
Toggle the unit and both sliders follow. The calculator converts your readings to a common scale before working out the spread, so the cloud base height is identical whichever unit you choose.
Example

A worked example using the cloud base calculator

Example: a fair-weather afternoon at 25 °C with a 15 °C dew point

A glider pilot checks the conditions before launch: the surface temperature is 25 °C (77 °F) and the dew point is 15 °C (59 °F). She wants to know roughly where the cumulus bases will sit so she can plan her climbs.

Step 1 — Find the spread

Subtract the dew point from the temperature: 25 °C − 15 °C = 10 °C of spread.

Step 2 — Apply the rule of thumb

Multiply the spread by the per-degree rates: 10 × 400 = 4,000 ft and 10 × 125 = 1,250 m above ground level.

Step 3 — Read the result

Cumulus cloud bases should form around 4,000 ft (1,250 m) AGL — a comfortable working height for the day. Crucially, this is height above the ground, not above sea level: add the field elevation to get an altitude.

≈ 4,000 ft / 1,250 m AGL
If the air dried out and the dew point fell to 10 °C, the spread would grow to 15 °C and the bases would lift to about 6,000 ft (1,875 m). The temperature never changed — drier air alone raises the cloud.
Quick reference

Cloud base by temperature–dew point spread

This table converts a temperature–dew point spread straight into an estimated cumulus cloud base. Find your spread, read across for the height in feet and metres AGL.

Spread (°C)Spread (°F)Cloud base (ft AGL)Cloud base (m AGL)
0000
2.54.51,000313
592,000625
10184,0001,250
15276,0001,875
20368,0002,500

Estimated convective cumulus cloud base from the spread method (≈ 400 ft or 125 m per 1 °C of spread). Heights are above ground level. A spread of 0 means saturated surface air — cloud sits at the ground as mist or fog.

How to use it

How to use the cloud base calculator

  1. Get the surface temperature. Use the ordinary (dry-bulb) air temperature from a thermometer, weather app, or METAR, in °C or °F — toggle the unit and the sliders follow.
  2. Get the dew point. Most weather apps and aviation reports give it directly. Enter the current surface value; it must be at or below the air temperature.
  3. Read the cloud base. The hero shows the estimated cumulus base in feet AGL, with the metric equivalent beside it.
  4. Remember it is AGL. The result is height above the ground beneath you. Add the ground elevation to convert it to an altitude above sea level.
  5. Compare scenarios. Lower the dew point while holding the temperature steady to watch the base climb as the air dries.

The dew point itself can be found from temperature and humidity with the dew point calculator, and pilots can pair this with the density altitude calculator to judge aircraft performance.

Definitions

Cloud base and ceiling definitions

The lowest height of the bottom of a cloud above the ground. For convective cumulus it is the level where rising surface air first cools to its dew point and condenses.
In aviation, the height above ground of the lowest broken or overcast cloud layer. For scattered fair-weather cumulus the cloud base is reported but does not by itself constitute a ceiling.
The difference between the surface air temperature and the dew point. A small spread means moist air and low cloud; a large spread means dry air and high cloud.
The height a surface air parcel must be lifted to before it saturates and cloud forms. The spread method estimates the LCL, which is the base of convective cumulus.
The rate at which a rising, unsaturated air parcel cools as it expands — about 5.4 °F (3 °C) per 1,000 ft. Faster than the dew-point fall, which is why the two converge with height.
Height measured from the ground directly below, as opposed to MSL (mean sea level). The cloud base from this method is an AGL height; add the ground elevation for an MSL altitude.
Accuracy & limits

How accurate is the cloud base calculator?

The spread method is a well-established rule of thumb, not a precise forecast. For fair-weather convective cumulus on a well-mixed afternoon it is typically good to within a few hundred to a thousand feet — close enough for soaring, ballooning, and general situational awareness. The two unit forms (the 4.4 °F divisor and the 400 ft/°C multiplier) agree to within a few percent.

Its limits are specific. It estimates the base of convective cumulus formed by surface heating only — it does not predict overcast or stratus decks, frontal cloud, or cloud forced up by terrain, none of which form from surface-based parcels. It assumes the surface readings represent the rising air and that conditions are well mixed, so it is least reliable in the early morning, near fronts, or when a layer aloft is much moister or drier than the surface. The result is height above ground; add the field elevation for an altitude.

A planning estimate, not a weather briefing
Use this for a quick sense of where cumulus bases will sit. For flight, always rely on an official aviation weather briefing and current METAR/TAF reports — never a rule-of-thumb estimate alone.
Questions

Frequently asked questions about the free cloud base calculator

A cloud base calculator is a free online tool that helps you estimate the base of fair-weather cumulus from the surface temperature–dew point spread, in feet and metres above ground level. Cloud base is the height of the bottom of a cumulus cloud above the ground. As sun-warmed air rises it cools faster than its dew point falls, so the two converge at about 4.4 °F per 1,000 ft; where they meet, cloud forms. Dividing the surface temperature–dew point spread by that rate gives the base height. It runs entirely in your browser with instant results and no sign-up.
Take the surface temperature–dew point spread and divide it by 4.4 °F per 1,000 ft, or equivalently multiply the spread in °C by 400 ft (125 m). For example, a 25 °C air temperature with a 15 °C dew point is a 10 °C spread, giving a cumulus base near 4,000 ft (1,250 m) above ground.
A rising parcel of air cools at about 5.4 °F per 1,000 ft while its dew point falls at only about 1.0 °F per 1,000 ft. The two therefore close in on each other at roughly 4.4 °F per 1,000 ft, and they meet — forming cloud — at the cloud base height.
The spread method gives height above ground level (AGL) — the height of the cloud above the terrain beneath it. To get an altitude above mean sea level (MSL), add the ground or field elevation to the result.
No. The spread method estimates only convective cumulus formed by surface heating. Overcast and stratus decks, frontal cloud, and cloud lifted by terrain do not form from surface-based parcels, so this calculation does not predict their height.
For fair-weather cumulus on a well-mixed afternoon it is typically good to within a few hundred to about a thousand feet — fine for soaring, ballooning, and general awareness. It is least reliable in the early morning, near fronts, or when air aloft differs in moisture from the surface. Use an official aviation briefing for flight.
About

About this Cloud base calculator

This cloud base calculator runs entirely in your browser. Nothing you enter is sent anywhere — the surface temperature and dew point you type stay on your device, and the estimated cumulus base updates instantly as you adjust them.

It applies the temperature–dew point spread method used in aviation weather, and pairs with the dew point calculator and density altitude calculator. Browse the full set of weather calculators or the whole calculator library.

Want a calculator built for your business?

Customize any of our 400+ tools to match your brand, or commission a new one tailored to how your business actually calculates — pricing, payroll, quotes, anything. Deployed on your domain, math runs in your visitors' browsers.