Barometric Pressure Conversion

Switch between the seven units used in weather, aviation, and meteorology.

Convert 7 units Weather/aviation
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hPa ↔ inHg ↔ mmHg ↔ mbar

Sea-level standard 1013.25 hPa · 7 units

Instructions — Barometric Pressure Conversion

1

Enter a pressure and pick a unit

Type the pressure value and select the unit on the right (hPa by default — the world weather standard). Default is 1013.25 hPa, the standard atmosphere at sea level.

2

Use the quick picks

One-click presets cover real-world pressure values: 1013.25 hPa (standard), 29.92 inHg (US altimeter), 950 hPa (storm), 920 hPa (Category 4 hurricane), 1030 hPa (high-pressure system).

3

Read all conversions

The headline switches by input: enter metric, see inHg; enter inHg or other imperial, see hPa. mbar is omitted when hPa is the input (they are numerically identical).

Standard atmosphere: 1013.25 hPa = 29.92 inHg = 760 mmHg = 1 atm.
Rule of thumb: drop 1 hPa per 8 m of altitude near sea level.

Formulas

All seven barometric pressure units are linked through the Pascal. The hPa is the WMO standard for weather, while inHg dominates US aviation.

hPa to inHg
$$ p_{inHg} = \frac{p_{hPa}}{33.8639} $$
Divide hPa by 33.8639 to get inches of mercury. 1013.25 hPa = 29.9213 inHg, the standard altimeter setting.
hPa Equals mbar
$$ 1\,\text{hPa} = 1\,\text{mbar} = 100\,\text{Pa} $$
Hectopascals and millibars are numerically identical. WMO switched its weather reports from mbar to hPa in 1985, but the value is the same.
hPa to mmHg
$$ p_{mmHg} = \frac{p_{hPa}}{1.33322} $$
Divide hPa by 1.33322 (= 133.322/100). 1013.25 hPa = 760 mmHg exactly. Used in medicine and Russian/Soviet-era meteorology.
hPa to atm
$$ p_{atm} = \frac{p_{hPa}}{1013.25} $$
Divide hPa by 1013.25. The standard atmosphere is exactly 1013.25 hPa by definition.
Barometric Altitude
$$ p(h) = p_0 \left(1 - \frac{0.0065\,h}{288.15}\right)^{5.255} $$
Standard atmosphere pressure-altitude relation. p_0 is sea-level pressure (101,325 Pa), h is altitude in metres. Valid up to about 11 km.
Mean Sea Level Reduction
$$ p_{MSL} = \frac{p_{station}}{\left(1 - \frac{0.0065\,h}{288.15}\right)^{5.255}} $$
Weather stations report Mean Sea Level Pressure (MSLP) so high-altitude stations can be compared to coastal ones. The formula corrects station pressure up to sea level.

Reference

Real-world barometric pressures
ContexthPainHgmmHg
Hurricane Tip (1979, record low)87025.69652.5
Major hurricane (Cat 4-5)900–95026.6–28.1675–712
Strong storm (deep low)950–97028.1–28.6713–727
Normal low100029.53750
Sea level standard (ISA)1013.2529.92760
High pressure103030.42772
Record high (Tosontsengel, 2001)1085.732.06814.3
Denver, CO (1,609 m)~840~24.8~630
Everest summit (8,848 m)~337~9.95~253

Where each unit is used

Different regions and industries settled on different pressure units long ago.

Weather (worldwide)
UnitUsed in
hPaWMO global standard since 1985
mbarOlder weather reports, marine
kPaCanada, some sci data
inHgUS weather (alternative)
Aviation
UnitUsed in
inHgUS, Canada altimeters
hPaRest of world altimeters
mmHgSome Russian aviation

Article — Barometric Pressure Conversion

Barometric pressure conversion: hPa, inHg, mbar, and mmHg in one place

Barometric pressure at sea level under standard conditions is 1013.25 hPa, 29.9213 inHg, 760 mmHg, or 1 atm. These are the same pressure expressed in seven units that survive across weather services, aviation, medicine, and engineering. Converting between them is exact, not a measurement.

Hectopascals (hPa) and millibars (mbar) are the same number; the WMO renamed mbar to hPa in 1985 to align with SI. The US still uses inches of mercury (inHg) for aviation altimeters. Russia and some Eastern European meteorological services keep mmHg. Knowing which unit a forecast or aviation chart uses prevents misinterpretation of weather and altitude data.

What barometric pressure measures

Barometric pressure is the weight of the column of atmosphere above a point on Earth's surface. It is also called atmospheric pressure or air pressure. The pressure changes with altitude (less air above means lower pressure) and with weather conditions (rising or falling air, varying temperature, and density). A standard atmosphere at sea level under 15 degrees Celsius is defined as exactly 1013.25 hPa for reference purposes.

The Pascal (Pa) is the SI unit. Hectopascals (hPa) and kilopascals (kPa) are convenient SI multiples. The other units (inHg, mmHg, atm, psi) are accepted alongside SI but predate it. Switching between them is one of the most common conversions in meteorology and aviation.

Did you know

The lowest sea-level barometric pressure ever recorded was 870 hPa (25.69 inHg) in the eye of Typhoon Tip on 12 October 1979. The highest reliable reading was 1085.7 hPa (32.06 inHg) at Tosontsengel, Mongolia, on 19 December 2001. The natural range at Earth's surface spans roughly 200 hPa.

History of barometric pressure units

Evangelista Torricelli's 1643 mercury barometer gave the first repeatable measurement of barometric pressure: a 760 mm mercury column at sea level under standard temperature. That observation fixed the millimetre-of-mercury (mmHg) and inch-of-mercury (inHg) as natural units. Blaise Pascal's 1648 mountain experiment confirmed that pressure drops with altitude.

The bar emerged in 1909 as a meteorological unit: 1 bar = 100,000 Pa. The millibar (1/1000 of a bar) became the world weather standard. In 1985 the WMO renamed millibar to hectopascal to fit the SI structure. The numerical value did not change. Aviation in the United States kept inHg because mechanical altimeters had been calibrated in inches since the 1930s.

Sea-level standard pressure
1013.25 hPa = 1013.25 mbar
1013.25 hPa = 29.9213 inHg
1013.25 hPa = 760 mmHg
1013.25 hPa = 1 atm = 14.696 psi
1013.25 hPa = 101.325 kPa

Converting hPa to inHg and other units

To convert hPa to inHg, divide by 33.8639. To go from hPa to mmHg, divide by 1.33322. To get atm, divide by 1013.25. To get psi, multiply by 0.0145038. To get kPa, divide by 10. Each factor is exact to twelve significant figures or more.

The most common bidirectional conversion is hPa ↔ inHg, because US weather data is reported in inHg while the rest of the world uses hPa. A common practical pair is 1000 hPa = 29.53 inHg and 1020 hPa = 30.12 inHg, so the inHg scale on a US barometer typically runs from about 28.5 to 31.0.

How pressure changes with altitude

Near sea level, barometric pressure drops about 1 hPa per 8 m climbed. The drop is approximately exponential because air density itself decreases with height. The International Standard Atmosphere (ISA) gives a smooth formula valid up to about 11 km: p(h) = 1013.25 × (1 - 0.0065h/288.15)^5.255 hPa, with h in metres.

Some altitude landmarks: Mexico City (2,240 m) sits at about 780 hPa. La Paz, Bolivia (3,640 m) is around 650 hPa. Mount Everest summit (8,848 m) is about 337 hPa — roughly one-third of sea-level pressure. Aircraft cruise altitudes (10-12 km) sit between 200 and 300 hPa, which is why cabins must be pressurised.

Reading weather from barometric pressure

Rising barometric pressure signals improving weather (descending air, clearing skies). Falling pressure signals approaching storms (rising air, condensation, precipitation). Stable pressure means stable weather. The rate of change matters more than the absolute value: a 5 hPa drop in three hours is a strong storm warning.

  • Standard sea level = 1013.25 hPa = 29.92 inHg
  • Strong high-pressure ridge = 1030 hPa = 30.42 inHg
  • Typical mid-latitude low = 1000 hPa = 29.53 inHg
  • Tropical storm = 990 hPa = 29.24 inHg
  • Major hurricane (Cat 3) = 945-960 hPa = 27.9-28.4 inHg
  • Cat 5 hurricane ≤ 920 hPa = 27.17 inHg
  • Typhoon Tip (1979 record) = 870 hPa = 25.69 inHg

Barometric pressure in aviation

Aircraft altimeters work by measuring barometric pressure. The pilot sets a reference pressure (called QNH in the rest of the world, or "altimeter setting" in the US) on the Kollsman window. The altimeter then shows altitude above mean sea level. In the US the setting is in inHg (29.92 standard); elsewhere it is in hPa (1013 standard).

Global standard
1013.25 hPa
WMO since 1985
US aviation
29.92 inHg
Same pressure, different unit

Above the transition altitude (typically 18,000 ft in the US), all altimeters switch to the standard 29.92 inHg / 1013 hPa setting so all aircraft are flying off the same reference. This is called the flight-level system, used for traffic separation.

Tip

For pilots: every 1 inHg change in altimeter setting equals about 1,000 ft of altitude difference. If you set 29.92 but the local altimeter is 30.10, your indicated altitude is 180 ft too low. Always set the current local pressure before takeoff and landing.

Common barometric-pressure mistakes

Three mistakes recur. First, treating "1013 mbar" and "1013 hPa" as different values. They are the same — the WMO simply renamed the unit. Second, mixing station pressure with Mean Sea Level Pressure (MSLP). A weather report from Denver (1,609 m elevation) at 1013 hPa MSLP corresponds to roughly 840 hPa station pressure. Without the correction, station readings from different elevations cannot be compared. Third, expecting mmHg blood-pressure values to be barometric values. Blood pressure of 120/80 mmHg is normal physiology; atmospheric pressure is 760 mmHg. The unit is the same but the magnitudes differ by an order of magnitude.

Station vs sea-level pressure

Weather stations report Mean Sea Level Pressure (MSLP), not station pressure, so all stations can be compared on a single weather chart. A barometer at 1,600 m altitude reading 840 hPa actually corresponds to 1013 hPa MSLP. If your home barometer never reads 1013 hPa at sea level, it might be miscalibrated or set to station pressure. Recalibrate using a nearby airport's altimeter setting.

FAQ

1013.25 hPa, which equals 29.9213 inHg, 760 mmHg, 1 atm, 14.696 psi, or 101.325 kPa. This is the ISO International Standard Atmosphere (ISA) reference, set by the WMO and the BIPM.
hPa stands for hectopascal: 1 hPa = 100 Pa. The WMO switched all global weather reports to hPa in 1985 (replacing mbar, which is numerically identical). hPa is preferred because it is an SI-coherent unit, while mbar is not technically SI.
Yes — 1 hPa = 1 mbar = 100 Pa exactly. They are different names for the same value. Older weather maps say "1013 mbar"; modern ones say "1013 hPa". The number does not change.
29.92 inHg is the standard altimeter setting at sea level. US and Canadian aircraft altimeters use inches of mercury (inHg). Set the altimeter Kollsman window to 29.92 (or 29.92 to 30.0+ depending on local pressure) for an accurate altitude readout.
It drops roughly 1 hPa per 8 m near sea level. The relationship is exponential: by 5,500 m altitude you are at half the sea-level pressure. The standard barometric formula is p(h) = 1013.25 × (1 - 0.0065h/288.15)^5.255 hPa, valid up to about 11 km.
Anything below 980 hPa usually signals significant weather. Cat 3 hurricanes start around 945 hPa. Cat 5 monsters can drop to 880 hPa. The all-time record low at sea level is 870 hPa, set in Typhoon Tip (1979). Most temperate storm systems range 950-1010 hPa.
MSLP is the pressure adjusted to what it would be at sea level, regardless of where the weather station actually sits. Without this correction, a station in Denver (1,609 m) would always show ~840 hPa, while one in New York would show ~1013 hPa. MSLP lets meteorologists draw isobars on a single weather chart.
Because actual sea-level pressure varies by location and time. Normal variation is ±20 hPa or so. The figure 1013.25 hPa is a defined reference value, not a typical day's reading. High-pressure systems push readings up; low-pressure systems and storms pull them down.