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Bars to Pascals (bar to Pa) Converter

1 bar (bar) = 100,000 pascals (Pa). To convert bars to pascals, multiply by 100,000: 2.2 bar × 100,000 = 220,000 Pa.

1 bar = 100000 Pa
Convert the other way: Pascals to Bars

Quick facts

How to convert bars to pascals

  1. Take the value in bars.
  2. Multiply it by 100,000 (the number of pascals in one bar).
  3. Round the result to the precision you need.
Pa = bar × 100,000

Worked example (car tyre pressure): 2.2 bar × 100,000 = 220000 Pa.

To convert pascals back to bars, multiply by 0.00001, or divide by 100,000.

Source: NIST SP 811 (2008), Appendix B.

Bars to Pascals conversion table

Bars to Pascals conversion table
Bars [bar]Pascals [Pa]
0.001 bar100 Pa
0.01 bar1000 Pa
0.1 bar10000 Pa
0.5 bar50000 Pa
1 bar100000 Pa
2 bar200000 Pa
5 bar500000 Pa
10 bar1000000 Pa

bar to Pa chart from 1 to 100

Pascals to Bars conversion table

Pascals to Bars conversion table
Pascals [Pa]Bars [bar]
1 Pa0.00001 bar
10 Pa0.0001 bar
100 Pa0.001 bar
1000 Pa0.01 bar
10000 Pa0.1 bar
100000 Pa1 bar
1000000 Pa10 bar

Bars vs Pascals

BarPascal
SymbolbarPa
Equals1 bar = 100,000 Pa1 Pa = 0.00001 bar

What is a bar?

Approximately equal to atmospheric pressure at sea level. Used in meteorology and for tire and hydraulic pressure.

What is a pascal?

The SI derived unit of pressure, equal to one newton per square meter. Used in scientific and engineering pressure calculations.

Frequently asked questions

How many pascals are in a bar?

There are 100,000 pascals in 1 bar (1 bar = 100000 Pa).

How many bars are in a pascal?

There are 0.00001 bars in 1 pascal (1 Pa = 0.00001 bar).

How do I convert bars to pascals?

Multiply the number of bars by 100,000. For example, 10 bar × 100,000 = 1,000,000 Pa. To convert back, multiply by 0.00001.

What is 10 bar in pascals?

10 bar = 1,000,000 Pa.

What is 100 bar in pascals?

100 bar = 10,000,000 Pa.

Is the conversion exact?

Yes. The factor comes from the official definitions of both units (NIST SP 811 (2008), Appendix B). Results are shown to up to 10 decimal places; round them to suit your purpose.

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Reviewed by

Dr. Muhammad Amjad Khadim PhD Mathematics

Dr. Muhammad Amjad Khadim holds a PhD in Mathematics. He writes and reviews the guides on pakmath.com and checks every formula, conversion factor and worked example against published standards and official guidance before it goes live. Spotted an error? Tell us and it will be corrected.