Pressure Converter

Convert between pressure units instantly — pick any from and to unit.

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About the Pressure Converter

The Pressure Converter turns a reading in one pressure unit into any other, covering the units people actually run into: pascals (Pa) and kilopascals (kPa), bar and millibar, pounds per square inch (psi), standard atmospheres (atm), millimetres of mercury (mmHg/Torr), and hectopascals (hPa). Pressure is force spread over an area, so every one of these units describes the same physical thing on a different scale. Whether you are reading a tyre placard in psi, a weather map in hPa, a gas cylinder gauge in bar, or a lab value in atm, this tool lets you move between them without hunting for a chart.

Reach for it whenever a number and the unit it came in do not match the unit you need. Common moments: inflating tyres when the door sticker shows psi but your pump reads bar, comparing a scuba or LPG cylinder rated in bar against a psi gauge, converting a 120/80 mmHg blood-pressure figure into kPa for a metric form, reading a barometer that reports hPa when you are used to inches of mercury, or sanity-checking a chemistry result given in atm against a kPa instrument. Engineers, mechanics, divers, students, and weather watchers all cross these unit boundaries regularly, and a wrong conversion can mean an under-inflated tyre or a misread spec.

Conversion works through one shared reference point: every unit is defined relative to the pascal, the SI base unit. The tool converts your input to pascals, then out to the target unit, so chained results stay consistent. The anchoring factors are exact or near-exact by definition: 1 bar = 100,000 Pa, 1 atm = 101,325 Pa, 1 psi = 6,894.76 Pa, 1 mmHg (Torr) = 133.322 Pa, and 1 hPa = 1 mbar = 100 Pa. Standard sea-level atmospheric pressure ties them together: 1 atm equals 1.01325 bar, about 14.696 psi, 1013.25 hPa, and 760 mmHg.

Because the underlying definitions are fixed constants, results are accurate to the precision of the figures you enter; the only rounding is in the displayed decimals, which you can read at full shown precision before rounding yourself. The conversion runs entirely in your browser using these standard factors, so nothing you type, whether a tyre figure or a clinical blood-pressure value, is uploaded, logged, or stored on a server. Note one practical caveat: pressure gauges usually show gauge pressure (above the surrounding air), while atm and absolute readings include that baseline, so confirm which kind of reading you have before comparing them.

Frequently asked questions

How many psi are in 1 bar?

One bar equals about 14.5038 psi. To go the other way, 1 psi is about 0.06895 bar, so divide a psi value by 14.5038 to get bar, or multiply bar by 14.5038 to get psi.

What is standard atmospheric pressure in each unit?

Standard sea-level pressure (1 atm) is defined as 101,325 Pa. That is the same as 1.01325 bar, 1013.25 hPa (millibar), about 14.696 psi, and 760 mmHg.

Is bar the same as atm?

They are close but not identical. One bar is exactly 100,000 Pa, while one atmosphere is 101,325 Pa, so 1 atm equals about 1.01325 bar. They are often treated as interchangeable in rough work, but use the exact factors when accuracy matters.

How do I convert my tyre pressure from psi to bar or kPa?

Divide psi by 14.5038 to get bar, or multiply psi by 6.895 to get kPa. For example, 32 psi is about 2.21 bar or 220.6 kPa, a typical passenger-car figure.

Why is hPa used on weather maps and how does it relate to millibars?

One hectopascal equals exactly one millibar (both are 100 Pa), so they are numerically identical. Meteorologists adopted hPa to use SI units while keeping the familiar millibar magnitude, which is why 1013.25 hPa is the standard sea-level value.

From our blog

Weight to Volume Conversion Made Simple: The Role of Density

By the Super Simple Digital Tools Team · Updated June 2026

Most measuring confusion comes from treating weight and volume as the same thing. They answer different questions: weight tells you how much matter is present, while volume tells you how much space it takes up. The bridge between them is density, the amount of mass packed into each unit of space. Once you see weight and volume as two ends of a seesaw with density in the middle, every conversion becomes the same single step instead of a guessing game.

To go from weight to volume, divide the mass by the density. The trick that trips people up is units. Density in grams per cubic centimetre pairs with a mass in grams to give a volume in cubic centimetres, and one cubic centimetre is exactly one millilitre. If you mix grams with a density quoted in kilograms per cubic metre, convert one side first. The tool handles this for you, but understanding it helps you sanity-check whether an answer of 5 mL or 5,000 mL is the believable one.

Finding a good density value is half the job. Liquids are easy: water sits at about 1 g/mL, milk a touch higher near 1.03, and most cooking oils between 0.9 and 0.93. Solids and metals span a huge range, from soft woods under 0.5 g/cm3 up to gold near 19.3 g/cm3. Powders are the wildcard because how tightly they are scooped or packed changes the figure, which is why baking guides recommend weighing flour rather than measuring it by the cup.

Walk through a real example. Suppose a recipe gives 300 g of granulated sugar but you want millilitres. Using a sugar density of about 0.85 g/mL, volume equals 300 divided by 0.85, which is roughly 353 mL. Now compare it to 300 g of water, which is simply 300 mL because water's density is 1. That gap of more than 50 mL for the same weight is density at work, and it is exactly why swapping ingredients by eye so often ruins a recipe or a chemistry result.

The conversion is only as trustworthy as its inputs, so treat results as solid estimates rather than certified measurements. Use a density quoted at the temperature you are actually working at, account for whether a powder is loose or packed, and when the stakes are high, confirm with a scale or a graduated cylinder. For quick kitchen, workshop, and study tasks, though, the divide-by-density method gets you an answer in seconds with arithmetic you can repeat anywhere.

  • Remember the core formula: volume = weight / density. Flip it to weight = density x volume when you need the reverse.
  • Keep units aligned. Grams with g/cm3 yields cubic centimetres, which equal millilitres one-to-one, so no extra conversion is needed.
  • For powders like flour or cocoa, note whether the recipe says sifted or packed, since that changes effective density and your result.
  • When precision really matters, skip the estimate and weigh the substance directly on a scale instead of converting from volume.

Read the full guide →

Tool by the Super Simple Digital Tools Team. Reviewed by our editorial team. Free to use, no signup required.

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