The Mass as a function of Density and Volume calculator computes the mass based on the volume (V) and mean density (ρ) of a substance.
INSTRUCTIONS: Choose units and enter the following:
- (ρ) Mean Density
- (V) Volume
Mass (M): The calculator returns the mass in kilograms. However, this can be automatically converted to other mass or weight units via the pull-down menu.
| Common Mean Densities |
| Metals
- Aluminum - 2700.0 kg/m³
- Brass - 8530.0 kg/m³
- Bronze - 8150.0 kg/m³
- Chromium - 7190 kg/m3
- Cobalt - 8746 kg/m3
- Copper - 8920.0 kg/m³
- Gallium - 5907 kg/m3
- Gold - 19300.0 kg/m³
- Iron - 7847.0 kg/m³
- Lead - 11340.0 kg/m³
- Nickle - 8908 kg/m3
- Palladium - 12160.0 kg/m³
- Platinum - 21450.0 kg/m³
- Steel - 7850.0 kg/m³
- Silver - 10490.0 kg/m³
- Titanium - 4500.0 kg/m³
- Tungsten - 19600.0 kg/m³
- Zinc - 7135.0 kg/m³
- Zirconium - 6570.0 kg/m³
|
| Fluids
- Pure Water - 1,000 kg/m³
- Seawater - 1,022 kg/m³
- Milk - 1,037 kg/m³
- Olive Oil - 860 kg/m³
- Diesel Fuel - 885 kg/m³
- Crude Oil - 870 kg/m³ to 920 kg/m³
- Fuel Oil - 890 kg/m³
- Ethanol - 789 kg/m³
- Gasoline (petrol) - 737 kg/m³
- Cement Slurry - 1,442 kg/m³
|
The Math / Science
The relationship between mass, volume and density is shown in the following equation for mass based on density and volume:
M = ρ • V
where:
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