How many kilogram-force/square millimetre in 1 millimeter of mercury? The answer is 1.3595100263597E-5. We assume you are converting between kilogram-force/square millimetre and millimeter of mercury [0 °C]. You can view more details on each measurement unit: kilogram-force/square millimetre or millimeter of mercury The SI derived unit for pressure is the pascal. 1 pascal is equal to 1.0197162129779E-7 kilogram-force/square millimetre, or 0.0075006156130264 millimeter of mercury. Note that rounding errors may occur, so always check the results. Use this page to learn how to convert between kilograms-force/square millimeter and millimeters of mercury. Type in your own numbers in the form to convert the units!
1 kilogram-force/square millimetre to millimeter of mercury = 73555.9121 millimeter of mercury
2 kilogram-force/square millimetre to millimeter of mercury = 147111.8242 millimeter of mercury
3 kilogram-force/square millimetre to millimeter of mercury = 220667.7363 millimeter of mercury
4 kilogram-force/square millimetre to millimeter of mercury = 294223.64841 millimeter of mercury
5 kilogram-force/square millimetre to millimeter of mercury = 367779.56051 millimeter of mercury
6 kilogram-force/square millimetre to millimeter of mercury = 441335.47261 millimeter of mercury
7 kilogram-force/square millimetre to millimeter of mercury = 514891.38471 millimeter of mercury
8 kilogram-force/square millimetre to millimeter of mercury = 588447.29681 millimeter of mercury
9 kilogram-force/square millimetre to millimeter of mercury = 662003.20891 millimeter of mercury
10 kilogram-force/square millimetre to millimeter of mercury = 735559.12101 millimeter of mercury
You can do the reverse unit conversion from millimeter of mercury to kilogram-force/square millimetre, or enter any two units below:
The torr (symbol: Torr) or millimetre of mercury (mmHg) is a non-SI unit of pressure. It is the atmospheric pressure that supports a column of mercury 1 millimetre high. The unit is named after Evangelista Torricelli, Italian physicist and mathematician, for his discovery of the principle of the barometer in 1643.
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