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Millimetres of Mercury to Kilopascals Converter

1 millimetre of mercury = 0.133322 kilopascals.

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Result

1 millimetre of mercury =

0.133322 kPa

1 mmHg × 0.133322 = 0.133322 kPa

1 atm = 101,325 Pa · 1 bar = 100,000 Pa

The working
  • 1. Convert 1 mmHg to pascals: 1 × 133.322 = 133.322.
  • 2. Convert to kPa: 133.322 ÷ 1,000 = 0.133322.

1 mmHg in every unit

Pascals133.322 Pa
Kilopascals0.133322 kPa
Megapascals0.000133322 MPa
Bar0.00133322 bar
Millibar1.33322 mbar
Pounds per square inch0.0193368 psi
Atmospheres0.00131579 atm
Millimetres of mercury1 mmHg
Torr1 Torr
Inches of mercury0.0393701 inHg

Common pressures

Car tyre
2.2 bar (32 psi)
Road bike tyre
6-8 bar
Sea-level air pressure
1,013 mbar
Normal blood pressure
120/80 mmHg

Conversion table

Millimetres of mercury to Kilopascals

Millimetres of mercury to Kilopascals
Millimetres of mercuryKilopascals
10.13332
101.3332
506.6661
10013.332
12015.999
20026.664
50066.661
70093.326
75099.992
760101.33
800106.66

Kilopascals to Millimetres of mercury

Kilopascals to Millimetres of mercury
KilopascalsMillimetres of mercury
17.5006
1075.006
50375.03
100750.06
120900.07
2001,500.1
5003,750.3
7005,250.4
7505,625.5
7605,700.5
8006,000.5

Formula and worked example

kilopascals = millimetres of mercury × 0.1333223874.

Convert 760 millimetres of mercury to kilopascals: 760 × 0.13332239 = 101.325 kPa.

When you need this

Millimetres of mercury are still used for barometric pressure and in physiology, while SI work needs kilopascals.

Questions people ask

How many kilopascals are in a millimetre of mercury?

One millimetre of mercury is 0.13332239 kilopascals.

How do I convert millimetres of mercury to kilopascals?

Multiply the number of millimetres of mercury by 0.13332239, or divide by 7.5006158.

What is 200 mmHg in kPa?

200 millimetres of mercury is 26.6645 kilopascals.

How do I convert kilopascals back to millimetres of mercury?

Multiply by 7.5006158: one kilopascal is 7.5006158 millimetres of mercury.

Related conversions

How we calculate this

We use the standard published formula or definition for this calculation, and we show the working so you can check it. Source: NIST Special Publication 811, Guide for the Use of the International System of Units.

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