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vapor pressure of propionaldehyde

Input interpretation

propionaldehyde | vapor pressure
propionaldehyde | vapor pressure

Result

129381 Pa (pascals)
129381 Pa (pascals)

Unit conversions

129.4 kPa (kilopascals)
129.4 kPa (kilopascals)
0.1294 MPa (megapascals)
0.1294 MPa (megapascals)
129381 N/m^2 (newtons per square meter)
129381 N/m^2 (newtons per square meter)
1.277 atm (atmospheres)  (unit officially deprecated)
1.277 atm (atmospheres) (unit officially deprecated)
1.319 at (technical atmospheres)  (unit officially deprecated)
1.319 at (technical atmospheres) (unit officially deprecated)
1.294 bars
1.294 bars
12.94 dbar (decibars)
12.94 dbar (decibars)
1294 mbar (millibars)
1294 mbar (millibars)
970.4 torr  (unit officially deprecated)
970.4 torr (unit officially deprecated)
970.4 mmHg (millimeters of mercury)
970.4 mmHg (millimeters of mercury)
38.21 inHg (inches of mercury)
38.21 inHg (inches of mercury)
13.19 m WC (meters of water column)
13.19 m WC (meters of water column)
0.01319 km WC (kilometers of water column)
0.01319 km WC (kilometers of water column)
519.4 in WC (inches of water column (conventional))
519.4 in WC (inches of water column (conventional))
18.77 psi (pounds-force per square inch)
18.77 psi (pounds-force per square inch)
2702 lbf/ft^2 (pounds-force per square foot)
2702 lbf/ft^2 (pounds-force per square foot)

Comparisons as pressure

 ≈ 0.64 × pressure in a typical, disposable cigarette lighter at 70 degrees Fahrenheit ( ≈ 2 atm )
≈ 0.64 × pressure in a typical, disposable cigarette lighter at 70 degrees Fahrenheit ( ≈ 2 atm )
 ≈ 1.3 × standard state presssure ( 100000 Pa )
≈ 1.3 × standard state presssure ( 100000 Pa )
 ≈ 1.4 × recommended pressure inside an American NFL football ( 12 to 13 psi )
≈ 1.4 × recommended pressure inside an American NFL football ( 12 to 13 psi )

Corresponding quantity

Depth of water d giving gauge pressure p_e from p_e = ρ_(H_2O)gh:  | 13 meters  | 43 feet  | (assuming maximum water density ≈ 1000 kg/m^3)
Depth of water d giving gauge pressure p_e from p_e = ρ_(H_2O)gh: | 13 meters | 43 feet | (assuming maximum water density ≈ 1000 kg/m^3)