Pressure Converter
Convert between pascals, kilopascals, bar, psi, atmospheres and mmHg. One standard atmosphere is 101.325 kPa, or about 14.696 psi.
Pressure Converter
One bar is 100 kPa, or about 14.5 psi.
Pressure Measurement Units: Pascal, Bar, PSI, Atmosphere, mmHg, and More
Pressure measurement plays a crucial role in science, engineering, and medicine, in weather forecasting, hydraulics, and industry. Commonly used units such as pascals, bars, pounds per square inch (PSI), atmospheres (atm), and millimeters of mercury (mmHg) come from a blend of scientific discoveries and practical needs. Each unit was designed for a particular field, which is why several are still in use.
Metric System: Pascal (Pa)
The pascal is the standard unit of pressure in the modern metric (SI) system. Named after Blaise Pascal, it was adopted to create a universal and consistent way to measure pressure.
One pascal is defined as one newton per square meter. Because it is a very small unit, it is often used in larger forms such as kilopascals (kPa) and megapascals (MPa).
Today, pascals are widely used in:
Scientific research
Engineering calculations
Material strength and stress analysis
Atmosphere (atm)
The atmosphere unit comes directly from Earth's natural air pressure. Standard atmospheric pressure was defined as the average pressure at sea level.
1 atm = 101,325 pascals
This unit became important in early chemistry and physics because it provided a natural reference point for experiments involving gases. Atmospheres are still used in:
Chemistry (gas laws)
Physics
Scuba diving and high-pressure environments
Bar
The bar was introduced as a convenient metric unit close to atmospheric pressure:
1 bar = 100,000 pascals
Because it is easy to work with and close to 1 atm, it became widely used in engineering and meteorology. Today, bar is commonly used in:
Weather reporting (millibars)
Industrial systems
Compressed gas measurements
Imperial System: PSI (Pounds per Square Inch)
PSI developed from the imperial system of measurement used in Britain and later the United States. It measures pressure as force (pounds) applied over an area (square inches).
PSI became especially important during the Industrial Revolution for steam engines, boilers, and mechanical systems. Today it is widely used in:
Tire pressure
Plumbing and hydraulics
Gas systems in the United States
mmHg (Millimeters of Mercury)
The unit mmHg comes directly from Torricelli's barometer experiments. It measures pressure based on how high mercury rises in a tube under atmospheric pressure.
760 mmHg = 1 atm
Despite being one of the oldest pressure units, it remains in use today. mmHg is commonly used in:
Medicine (blood pressure, e.g. 120/80 mmHg)
Vacuum systems
Laboratory measurements
Other Specialised Units
Torr
Nearly identical to mmHg, used in scientific vacuum measurements
inHg
Inches of mercury — used in aviation and weather systems
kg/cm²
Older metric unit still used in some industrial contexts
Why Different Pressure Units Exist
Different pressure units developed because of historical, scientific, and practical needs:
Early scientists used mercury columns
→ mmHg
Natural phenomena inspired
→ atm
Industrial growth
→ PSI
Metric standardisation
→ Pascal & bar
Unlike distance, which could be standardised more easily, pressure is often tied to specific applications, so multiple units remain useful.
Modern Perspective
Today, pressure is a fundamental concept in fields like:
Thermodynamics
Fluid Mechanics
Atmospheric Science
While the pascal is the global scientific standard, other units like PSI, bar, and mmHg continue to be used because they are practical and deeply rooted in their respective fields.
Convert pressure between PSI, bar, kPa, mmHg, and ATM — for tires, weather, engineering, and medical readings.
Formula
1 bar = 14.504 PSI. 1 ATM = 101.325 kPa. 1 mmHg = 0.133 kPa.
Reference Values
- •1 ATM = 14.7 PSI
- •1 bar = 100 kPa
- •32 PSI = typical car tire pressure
Related tools
FAQ
Common questions about pressure conversion
How we calculate this
We use the standard published formula for this calculation, and we show the working so you can check it.
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