Input interpretation
polar protic solvents | critical pressure
Summary
median | 5.791 MPa highest | 22.064 MPa (water) lowest | 4.42 MPa (1-butanol) distribution | | (based on 7 values; 1 unavailable)
Entity with missing value
formic acid
Ranked values
| | visual | ratios | 7 | 1-butanol | | 0.2 | 1 6 | isopropanol | | 0.2158 | 1.08 5 | N-propanol | | 0.2357 | 1.18 4 | acetic acid | | 0.2625 | 1.31 3 | ethanol | | 0.29 | 1.4 2 | methanol | | 0.36 | 1.8 1 | water | | 1 | 4.99
Critical pressure rankings
1 | 1-butanol | 4.42 MPa 2 | isopropanol | 4.762 MPa 3 | N-propanol | 5.2 MPa 4 | acetic acid | 5.791 MPa 5 | ethanol | 6.4 MPa 6 | methanol | 7.95 MPa 7 | water | 22.064 MPa (based on 7 values; 1 unavailable)
Unit conversions for median critical pressure 5.791 MPa
5.791×10^6 Pa (pascals)
5.791×10^6 N/m^2 (newtons per square meter)
590.5 tf/m^2 (metric tons-force per square meter)
57.15 atm (atmospheres) (unit officially deprecated)
57.91 bars
579.1 dbar (decibars)
0.05791 kbar (kilobars)
590.5 m WC (meters of water column)
0.5905 km WC (kilometers of water column)
839.9 psi (pounds-force per square inch)
120900 lbf/ft^2 (pounds-force per square foot)
Comparisons for median critical pressure 5.791 MPa
≈ (0.2 to 0.8) × nozzle pressure of a pressure washer ( 6.9×10^6 to 2.7×10^7 Pa )
≈ 0.58 × pressure exerted by a 45 kg woman wearing stiletto heels ( ≈ 1×10^7 Pa )
≈ 0.6 × atmospheric pressure on the surface of Venus ( ≈ 9 MPa )
Corresponding quantity
Depth of water d giving gauge pressure p_e from p_e = ρ_(H_2O)gh: | 591 meters | 0.37 miles | 1937 feet | (assuming maximum water density ≈ 1000 kg/m^3)