Gemstone Hardness

 

The Mohs' Scale

The most common method of describing gemstone hardness is by the Mohs' scale of hardness. The Mohs' scale was devised in 1822 by Friedrich Mohs, a German mineralogist.
It is a hardness comparison scale and does not show absolute hardness. The scale shows minerals in order of relative hardness where 10 is the hardest and 1 the softest. A mineral is able to scratch other minerals at a lower position on the scale, but is unable to scratch those at a higher position on the scale. Diamond is the hardest at position ten and Talc is the softest at position one.



Mohs' scale of hardness
10 Diamond
9 Corundum
8 Topaz
7 Quartz
6 Feldspar (orthoclase)
5 Apatite
4 Fluorite
3 Calcite
2 Gypsum
1 Talc

 

A table showing additional stones and their relative hardness

10 Diamond
9 Corundum
8 1/2 Chrysoberyl
8 Topaz
Spinel
7 1/2 Beryl
Zircon
7 1/4 Pyrope garnet
Hessonite garnet
Almandine garnet
7 Quartz
Jadeite
Tourmaline
6 1/2 Peridot
Demantoid
Nephrite jade
6 Opal
feldspar (orthoclase)
Turquoise
5 Apatite
4 Fluorite
3 Calcite
2 Gypsum
1 Talc

 

Absolute Hardness

The Mohs' scale does not show the actual difference in hardness between each mineral, this is shown by an absolute hardness scale.
The absolute hardness of a mineral is a measurement of the amount of force needed to scratch or indent it, using a diamond probe. There are varous testing methods, the example below shows the mohs' scale compared to the absolute hardness values from a sclerometer. The instrument measures scratch resistance by applying pressure to a moving diamond point on the surface of the mineral under test.

 

Comparison of the Mohs'Scale & an Absolute Hardness Scale


Moh's scale

Absolute hardness scale
10 1500
9 400
8 200
7 100
6 72
5 48
4 21
3 9
2 2
1 1

 

Back to Menu | Home