Mineral Density Calculator

This calculator uses the fundamental density equation (density = mass / volume) to find any one of three quantities when the other two are known. Mineral density, also called specific gravity when referenced to water, is a key diagnostic property used by geologists and mineralogists to identify unknown specimens. Common minerals range from 1.6 g/cm3 for some clays to over 19 g/cm3 for native gold.

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Density formula

Density (rho) = Mass (m) / Volume (V)

Units: density in g/cm3, mass in grams, volume in cm3. Specific gravity is numerically equal to density when measured in g/cm3 (relative to water at 4 degrees Celsius).

Common mineral densities (USGS data)

MineralDensity (g/cm3)Notes
Quartz2.65Most common crustal mineral
Calcite2.71Limestone component
Feldspar2.56-2.76Varies by composition
Pyrite5.01Iron sulfide, fool's gold
Magnetite5.17Iron oxide, magnetic
Gold (native)19.30Highest density native metal

Mineral density calculator: frequently asked questions

What is mineral density?

Mineral density is the mass per unit volume of a mineral, typically expressed in grams per cubic centimetre (g/cm3). It is a fundamental physical property used in mineral identification and geological analysis.

How is mineral density calculated?

Density = Mass / Volume. For example, quartz with a mass of 26.5 grams and a volume of 10 cm3 has a density of 2.65 g/cm3, which matches the known density of quartz.

What is specific gravity and how does it relate to density?

Specific gravity is the ratio of a mineral's density to the density of water (1.00 g/cm3 at 4 degrees Celsius). For minerals measured in g/cm3, the specific gravity value equals the density value numerically.

Why is density important in mineral identification?

Density is a key diagnostic property because it reflects a mineral's chemical composition and crystal structure. For example, gold has a density of 19.3 g/cm3, making it easy to distinguish from fool's gold (pyrite, 5.0 g/cm3).

How can I measure a mineral's volume?

Volume can be measured by water displacement (Archimedes' principle): submerge the mineral in water and measure the volume of water displaced. For regular geometric shapes, use length x width x height for cubic shapes or the relevant geometric formula.

Official sources

Reviewed by the CalculatorHub team, edited by James Graham, 14 June 2026. See our methodology.