How much moisture is in the air?

NOAA describes absolute humidity as the actual amount of water vapor in a volume of air, often expressed in grams per cubic meter. Relative humidity is that amount as a percentage of the maximum the air can hold at its current temperature. Because warm air can hold more vapor, a mild 50% humidity on a hot afternoon can contain more water than a chilly 80% morning.

The National Weather Service prefers dew point as a practical measure of actual moisture: a higher dew point means more water vapor, regardless of the relative-humidity percentage. An atmospheric water generator only starts collecting when a surface is at or below that dew point.

A calculated moisture table

The table below is not a measurement from a machine. It is a calculation of approximate absolute humidity using the August–Roche–Magnus (Magnus–Tetens) approximation for saturation vapor pressure over water, in the form discussed by Lawrence (2005) in the Bulletin of the American Meteorological Society:

es (hPa) ≈ 6.1094 × exp[17.625 T / (T + 243.04)], with T in °C, then vapor pressure e = (relative humidity) × es, and absolute humidity ≈ 216.7 × e / (T + 273.15) grams per cubic meter.

Approximate water-vapor density in air, calculated as described above. The last column is how many cubic meters of air would contain 1 liter (1,000 g) of vapor if you could capture every gram — which real machines cannot.
Air temperatureRelative humidityApprox. moistureCubic meters of air per liter of vapor
30°C (86°F)80%24.2 g/m³41
30°C (86°F)70%21.2 g/m³47
30°C (86°F)50%15.1 g/m³66
30°C (86°F)30%9.1 g/m³110
20°C (68°F)70%12.1 g/m³83
20°C (68°F)50%8.6 g/m³116
10°C (50°F)70%6.6 g/m³152
10°C (50°F)50%4.7 g/m³213
5°C (41°F)80%5.4 g/m³184
40°C (104°F)20%10.2 g/m³98

Two patterns stand out. First, dropping from 70% to 30% relative humidity at the same warm temperature cuts the moisture content by more than half. Second, cool air at a high relative humidity can still be “dry” in absolute terms: 10°C and 70% holds only about a third as much vapor as 30°C and 70%.

You cannot harvest every gram

The last column is a ceiling, not a forecast. A real condenser only removes the vapor that can be cooled below the dew point, and only from the air that actually passes the coil. Exhaust air still carries moisture. Fans, frost on a coil, and imperfect contact all reduce yield. So a unit that moves, say, a few hundred cubic meters of air in a day will collect far less than the “cubic meters per liter” column might suggest at first glance.

Ready.gov’s emergency planning figure — at least one gallon (about 3.8 liters) per person per day for drinking and sanitation — is a useful yardstick for need. Meeting that need from air alone, day after day, is a much taller order in dry or cold weather than in a warm, humid climate.

What the energy studies show

There is a thermodynamic minimum work to separate water from unsaturated air. A 2026 review of atmospheric water harvesting states that under typical arid conditions of about 15–20% relative humidity, that theoretical minimum is around 0.07 kWh per liter. Real machines sit well above that floor because of heat-transfer losses and the work of fans and compressors.

Published ranges for actual systems vary with climate and design:

  • A 2023 study that modeled three commercial atmospheric water generators against decades of US weather data reported specific energy consumption of 0.02–3.64 kWh per liter for refrigeration-based units, and 3.19–5.29 kWh per liter for the solar-driven sorption case they examined. The authors noted that these energy intensities are significantly larger than conventional water-treatment demands, and that arid climates used more energy per unit of water.
  • The 2026 review cites about 0.5–1.2 kWh per liter for active vapor-compression condensers in dry environments, and about 1.5–2.0 kWh per liter for typical compact thermoelectric coolers.
  • The same review cites a dehumidifier-based example that used 1.02 kWh/L at 30°C and 62% relative humidity, versus 6.23 kWh/L at 6°C and 80% relative humidity.

Electricity cost is then just that energy use times your local rate. Cedarwell is not quoting a national average price here; check your utility bill. As an arithmetic illustration only: if a unit needed 1 kWh to produce one liter, each gallon (about 3.8 liters) would use about 3.8 kWh.

A 2024 energy-and-economics analysis of active atmospheric water generation concluded that these technologies should be treated as a complementary supply because production fluctuates with the weather — not as a standalone replacement for conventional sources.

Why dry and cold climates struggle

Put the table and the energy studies together and the marketing temptation is obvious: people in dry places want water from air the most, and those are often the places where each liter costs the most energy and requires the most airflow. Hot, dry air (the 40°C / 20% row) still holds a fair amount of vapor compared with a cold day, but reaching its low dew point takes aggressive cooling. Cold, damp air can have a high relative humidity and still offer little vapor to condense, at a painful energy cost per liter.

If you are considering a DIY condensation build, including the guide discussed in our Water Freedom System review, the honest test is local: log temperature, humidity, power use, and liters over many days. We have not run that test on any particular product.

Disclosure: The review page contains affiliate links. Cedarwell may earn a commission if you buy through them, at no extra cost to you. Full disclosure.

Sources and method

  1. NOAA NESDIS, “What Is Humidity?”: nesdis.noaa.gov/…/what-humidity.
  2. US National Weather Service, “Dew Point vs Humidity”: weather.gov/arx/why_dewpoint_vs_humidity.
  3. Lawrence, M. G. (2005). “The Relationship between Relative Humidity and the Dewpoint Temperature in Moist Air: A Simple Conversion and Applications.” Bulletin of the American Meteorological Society 86(2): 225–234. DOI 10.1175/BAMS-86-2-225 (source for the Magnus-type conversion used in the table).
  4. Ready.gov, “Water”: ready.gov/water.
  5. “Temporal and spatial variability of energy intensity for atmospheric water generators,” Environmental Research: Infrastructure and Sustainability, 2023, DOI 10.1088/2634-4505/accec9.
  6. Zanj et al., “Atmospheric water harvesting…,” including the arid-climate theoretical minimum and condenser/dehumidifier energy figures: Flinders open PDF.
  7. “Energetic analysis and economic viability of active atmospheric water generation technologies,” Discover Applied Sciences, 2024: Springer link.