Convert between nine pressure units in one tool, routed through pascals as a canonical base. Source and target dropdowns cover everything from laboratory vacuum work (mmHg, torr) through everyday pressures (kPa, bar, psi, atm) to high-pressure industrial (MPa). Quick-pick buttons jump to the five most commonly-requested pair conversions.
The formula
Every conversion routes through pascals:
Using a canonical base keeps the code simple and exposes the unit factors as a single lookup table — adding a new unit is one entry in that table, not a new pair-specific formula.
Supported units
From smallest typical value to largest:
- Pascal (Pa) — SI base unit. 1 Pa = 1 N/m². The sensitivity is such that a single page of paper weighing 4.5 g spread over 1 m² produces about 0.04 Pa — Pa is almost never used alone for practical pressures because the numbers get huge.
- Hectopascal / millibar — NOT in this tool directly (use kPa / 10), but worth mentioning: weather reports use hPa where typical sea-level pressure is 970–1040.
- Kilopascal (kPa) — 1000 Pa. Common SI unit for tires, medical gauge pressure, general engineering.
- Bar — exactly 100,000 Pa. Slightly smaller than 1 atmosphere. European tire and diving pressures.
- Atmosphere (atm) — exactly 101,325 Pa. “Standard atmosphere” since the 1954 CIPM definition.
- psi — 6,894.76 Pa. US imperial unit for tires, compressors, pressure cylinders.
- mmHg / torr — ≈ 133.32 Pa. Blood pressure, chemistry vacuum, legacy barometers.
- inHg — ≈ 3,386.39 Pa. US aviation altimeters and home barometers.
- Megapascal (MPa) — 1,000,000 Pa. Industrial hydraulics and material strength.
The mmHg vs torr distinction
This is the one non-trivial subtlety in the tool. Both units have a value of about 133.32 Pa, but:
- Torr is defined as exactly $\frac{101325}{760}$ Pa, so by definition 760 torr = 1 atm exactly.
- Millimetres of mercury is defined by the physics of a mercury column at 0 °C under standard gravity: 133.322387415 Pa.
The difference is about 1 part in 10^7 — nothing cares about it except the most precise metrology work. In daily practice, medical blood pressure (120/80 mmHg) and chemistry vacuum (10 torr) use the two units interchangeably. This converter gives you the mathematically correct result for each.
Example: weather pressure
A typical sea-level reading of 1013 hPa is:
- 1013 hPa = 101.3 kPa = 1.013 bar = 0.9998 atm = 14.696 psi = 759.7 mmHg = 29.912 inHg
The atm value is very close to 1 because 1013 hPa is within rounding of the 1954 CIPM definition. The US uses inHg on home barometers (hence “30.00 inches of mercury, falling” on weather broadcasts); Europe uses hPa or mbar.
Example: car tire pressures
- 32 psi (US typical car) = 220.63 kPa = 2.2063 bar = 2.177 atm = 1,654 mmHg
- 2.2 bar (European typical) = 31.91 psi = 220 kPa
Manufacturers pick a round number in whichever unit their target market uses, and the “equivalent” in the other unit is approximate. A 32 psi sticker and a 2.2 bar sticker are roughly but not exactly the same physical pressure.
Example: medical blood pressure
- 120/80 mmHg (typical adult) = 16.00/10.67 kPa = 2.321/1.547 psi
Medical blood pressure is reported in mmHg worldwide, one of the last holdouts where the older unit dominates. It’s unlikely to change — too many instruments, charts, textbooks, and trained clinicians know the mmHg values by heart.
Example: industrial pressures
- Hydraulic system: 250 bar = 25 MPa = 3,626 psi
- Water jet cutting: 4,000 bar = 400 MPa = 58,015 psi
- SCUBA tank (Europe): 200 bar = 20 MPa = 2,900.75 psi
- Steam locomotive boiler: 12–15 bar = 1.2–1.5 MPa = 174–218 psi
For anything above 100 bar, engineers typically switch to MPa to keep the numbers readable. Below that, bar or kPa is more natural. The psi scale goes higher before getting unwieldy (thousands of psi are still pronounceable) which is why US hydraulic systems often stay in psi longer than the metric equivalent would.
What this tool does not do
It doesn’t distinguish gauge vs absolute pressure. Gauge pressure is relative to local atmospheric pressure (a tire at 32 psi gauge is 32 psi above atmospheric); absolute pressure is relative to a perfect vacuum. The converter operates on scalar values — you decide whether the input is gauge or absolute, and the output keeps whichever convention you started with.
It doesn’t handle hPa / mbar as separate units because they’re just bar × 1000 / 100,000 = kPa / 10 — kPa covers the same range at slightly different precision.
It doesn’t model water column (meters H₂O, feet H₂O) or mercury-column at non-standard temperatures. Both are specialist and rarely encountered outside specific industries. For the underlying force side, the weight converter covers the mass units that back pressure calculations.