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Density and molecular weight of common materials

Table of densities of common substances including air, ammonia, methane, water

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The density of a material is defined as the ratio of mass, over its corresponding volume:

\[ \rho = \frac{m}{V} \]

The densities of common materials in process industries is given in the table below, along with their chemical formula and molecular mass.


⚠️ ENGINEERING NOTICE & EDUCATIONAL DISCLAIMER: This interactive calculator is provided exclusively for preliminary estimation and educational purposes. It is not intended for detailed design or equipment procurement without certified vendor rating. No warranty, expressed or implied, is provided, and no liability is assumed.

⚡ Interactive Density & Flow Converter

System of Units:

🔄 Mass to Volume Flow Converter

📊 Calculated Properties
Chemical Formula: -
Molecular Weight: -
Standard Density (Ref Table): -
Operating Density: -
Operating Deviation Margin: -
Calculated Mass Flow: -
Calculated Volumetric Flow: -

💡 Plant Engineering Rules of Thumb & Safety Limits

  • Standard vs. Normal Conditions: Always check your reference state! Standard conditions are typically defined at 15.6°C (60°F) and 1 atm (101.325 kPa), whereas Normal conditions are often 0°C (32°F) or 20°C (68°F). This distinction can alter gas volume estimations by over 7%!
  • Ideal Gas Law Deviation (Compressibility): The ideal gas approximation holds well for low pressures (< 5 bar) and high temperatures. For high pressures or near-critical conditions, always use real gas equations of state (e.g., Peng-Robinson) or include the compressibility factor \(Z\) via: \[ \rho = \frac{P \cdot M}{Z \cdot R \cdot T} \]
  • Liquid Compressibility: For most industrial designs, liquids are considered incompressible. Under extreme pressures (> 100 bar), density changes slightly but remains negligible for standard pump and piping hydraulics.
  • Safety Margins: In relief valve (PSV) and gas piping sizing, design for the worst-case density (minimum temperature and maximum pressure yields highest density and peak mass flow).

1. Data table of densities and molecular weight of common materials

Material (Table - Part 1) Chemical Formula Liquid Density (lb/ft³ at 14.7 psia, 60°F) Gas Density (lb/ft³ at 14.7 psia, 60°F) Liquid Density (kg/m³ at 1013 mbar, 15.6°C) Gas Density (kg/m³ at 1013 mbar, 15.6°C) Molecular Weight
Acetic Acid CH3-CO-OH 65.7 - 1052.4 - 66.1
Acetone CH3-CO-CH3 49.4 - 791.3 - 58.1
Acetylene C2H2 - 0.069 - 1.11 26.0
Air O2+N2 - 0.0764 - 1.223 29.0
Ammonia NH3 - 0.045 - 0.72 17.0
Argon A - 0.105 - 1.68 39.9
Benzene C6H6 54.6 - 874.6 - 78.1
Butane C4H10 - 0.154 - 2.47 58.1
Carbon Dioxide CO2 - 0.117 - 1.87 44.0
Carbon Monoxide CO - 0.074 - 1.19 28.0
Carbon Tetrachloride CCl4 99.5 - 1593.9 - 153.8
Chlorine Cl2 - 0.19 - 3.04 70.9
Ethane C2H6 - 0.08 - 1.28 30.1
Ethyl Alcohol C2H5OH 49.52 - 793.3 - 46.1
Ethylene CH2=CH2 - 0.074 - 1.19 28.1
Ethyl Ether C2H5-O-C2H5 44.9 - 719.3 - 74.1
Fluorine F2 - 0.097 - 1.55 38.0
Material (Table - Part 2) Chemical Formula Liquid Density (lb/ft³ at 14.7 psia, 60°F) Gas Density (lb/ft³ at 14.7 psia, 60°F) Liquid Density (kg/m³ at 1013 mbar, 15.6°C) Gas Density (kg/m³ at 1013 mbar, 15.6°C) Molecular Weight
Helium He - 0.011 - 0.18 4.0
Heptane C7H16 42.6 - 682.4 - 100.2
Hydrogen H2 - 0.005 - 0.08 2.02
Hydrogen Chloride HCl - 0.097 - 1.55 36.5
Isobutane (CH3)2CH-CH3 - 0.154 - 2.47 58.1
Isopropyl Alcohol CH3-CHOH-CH3 49.23 - 788.6 - 60.1
Methane CH4 - 0.042 - 0.67 16.0
Methyl Alcohol H-CH2OH 49.66 - 795.5 - 32.0
Nitrogen N2 - 0.074 - 1.19 28.0
Nitrous Oxide N2O - 0.117 - 1.87 44.0
Octane CH3-(CH2)6-CH3 43.8 - 701.6 - 114.2
Oxygen O2 - 0.084 - 1.35 32.0
Pentane C5H12 38.9 - 623.1 - 72.2
Phenol C6H5OH 66.5 - 1065.3 - 94.1
Phosgene COCl2 - 0.108 - 1.73 98.9
Propane C3H8 - 0.117 - 1.87 44.1
Propylene CH2=CH-CH3 - 0.111 - 1.78 42.1
Refrigerant 12 CCl2F2 - 0.32 - 5.13 120.9
Refrigerant 22 CHClF2 - 0.228 - 3.65 86.5
Sulfur Dioxide SO2 - 0.173 - 2.77 64.1
Water H2O 62.34 - 998.6 - 18.0

Source: Masoneilan