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bar to psi

One bar is 14.5038 pound-force per square inch. Enter any value and the answer updates as you type.

22 units in this converter

Converter

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Decimals, fractions such as 3/4, and scientific notation such as 1.2e3 all work.

Bar to Pound-force per square inch at a glance

21 rows
BarPound-force per square inch
1 bar14.50377377 psi
2 bar29.00754755 psi
3 bar43.51132132 psi
4 bar58.01509509 psi
5 bar72.51886887 psi
6 bar87.02264264 psi
7 bar101.5264164 psi
8 bar116.0301902 psi
9 bar130.533964 psi
10 bar145.0377377 psi
15 bar217.5566066 psi
20 bar290.0754755 psi
25 bar362.5943443 psi
30 bar435.1132132 psi
40 bar580.1509509 psi
50 bar725.1886887 psi
75 bar1,087.783033 psi
100 bar1,450.377377 psi
250 bar3,625.943443 psi
500 bar7,251.886887 psi
1,000 bar14,503.77377 psi

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Why people convert bar to psi

European-made pressure gauges and tools, common on imported air compressors and some tire gauges, read in bar, which needs converting for anyone used to the psi figures printed on US vehicle doorjambs. A typical passenger car tire specified at 2.2 bar corresponds to about 32 psi, worth checking against the sticker before trusting an imported gauge's reading outright, since even a small bar-reading error translates into a noticeable psi gap once converted.

Pressure washers bring up the same pair from a different angle: models built for European markets list cleaning power in bar, while US retail models are almost always rated in psi. Comparing a "150 bar" import against a "2,000 psi" domestic model means converting one figure into the other's unit first, otherwise the two numbers look impossible to compare at a glance despite describing similar machines.

Popular pressure conversions

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How the bar to pound-force per square inch conversion works

To convert bar to pounds-force per square inch, multiply by 14.50377377:

psi = bar × 14.50377377

Roughly atmospheric pressure, 1 bar, equals about 14.50 psi. A passenger car tire rated at 2.2 bar converts to roughly 31.91 psi. A heavy-duty 150-bar pressure washer works out to about 2,175.57 psi.

The factor is simply the reciprocal of the psi-to-bar factor. Consumer pressure gauges rarely display fractional psi, so rounding to the nearest whole psi is usually all the precision that's needed in practice.

The common mistake is using the loose mental shortcut "1 bar ≈ 10 psi" and stopping there. That shortcut understates real pressure by close to a third, since the actual factor is closer to 14.5 — fine for a glance, risky for anything that needs to be accurate, like topping off a tire.

A scuba diving regulator rated to handle 300 bar tank pressure, common for high-capacity steel tanks, converts to about 4,351.13 psi, a figure closer to what a US-trained diver would expect to see printed on an American-filled cylinder, and worth checking before assuming an imported regulator is rated for a domestic tank.

Questions

How many bar is 1 psi?

One pound-force per square inch equals 0.06894757293 bar, the exact reciprocal of the factor used for this page's conversion.

Why doesn't 2 bar equal a clean 30 psi?

2 bar × 14.50377377 = 29.01 psi, close to 30 but not exact, because bar and psi come from entirely different base definitions — bar from the pascal, psi from pound-force and the inch — that simply don't reduce to a round ratio.

Is there a rough mental shortcut for bar to psi?

Multiplying by 14.5 gets close: 6 bar × 14.5 = 87, matching the exact 87.02 psi almost exactly, which is accurate enough for most practical gauge-reading purposes.

What's a common mistake with bar-to-psi conversions?

Using the rough "1 bar ≈ 10 psi" shortcut as if it were accurate. It understates pressure by close to a third, since the real factor is about 14.5, not 10, which matters a lot once pressures climb into the hundreds.

Is bar an SI unit?

Not technically — the SI pressure unit is the pascal — but bar is widely accepted for use alongside SI because it's a clean 100,000 pascals, originally chosen to sit close to one standard atmosphere, which is part of why it remains popular on consumer gauges and why converting it to psi takes an extra step instead of a round number.

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