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Kilopascals to Bars (kPa to bar) Converter

1 kilopascal (kPa) = 0.01 bars (bar). To convert kilopascals to bars, multiply by 0.01: 25 kPa × 0.01 = 0.25 bar.

1 kPa = 0.01 bar
Convert the other way: Bars to Kilopascals

Quick facts

How to convert kilopascals to bars

  1. Take the value in kilopascals.
  2. Multiply it by 0.01 (the number of bars in one kilopascal).
  3. Round the result to the precision you need.
bar = kPa × 0.01

Worked example: 25 kPa × 0.01 = 0.25 bar.

To convert bars back to kilopascals, multiply by 100, or divide by 0.01.

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

Kilopascals to Bars conversion table

Kilopascals to Bars conversion table
Kilopascals [kPa]Bars [bar]
0.01 kPa0.0001 bar
0.1 kPa0.001 bar
1 kPa0.01 bar
2 kPa0.02 bar
3 kPa0.03 bar
5 kPa0.05 bar
10 kPa0.1 bar
20 kPa0.2 bar
50 kPa0.5 bar
100 kPa1 bar
1000 kPa10 bar

kPa to bar chart from 1 to 100

Bars to Kilopascals conversion table

Bars to Kilopascals conversion table
Bars [bar]Kilopascals [kPa]
0.01 bar1 kPa
0.1 bar10 kPa
1 bar100 kPa
2 bar200 kPa
3 bar300 kPa
5 bar500 kPa
10 bar1000 kPa
20 bar2000 kPa
50 bar5000 kPa
100 bar10000 kPa
1000 bar100000 kPa

Kilopascals vs Bars

KilopascalBar
SymbolkPabar
Equals1 kPa = 0.01 bar1 bar = 100 kPa

What is a kilopascal?

Equal to 1,000 pascals. Used for tire pressure and weather pressure outside the US.

What is a bar?

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

Frequently asked questions

How many bars are in a kilopascal?

There are 0.01 bars in 1 kilopascal (1 kPa = 0.01 bar).

How many kilopascals are in a bar?

There are 100 kilopascals in 1 bar (1 bar = 100 kPa).

How do I convert kilopascals to bars?

Multiply the number of kilopascals by 0.01. For example, 10 kPa × 0.01 = 0.1 bar. To convert back, multiply by 100.

What is 10 kPa in bars?

10 kPa = 0.1 bar.

What is 100 kPa in bars?

100 kPa = 1 bar.

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.