Grain size refers to the physical dimensions of particles of rock or other solid. This is different from the crystallite size, which is the size of a single crystal inside the solid (a grain can be made of several single crystals).
Size ranges define limits of classes that are given names in the Wentworth scale used in the United States. The Krumbein phi (φ) scale, created by W. C. Krumbein is logarithmic and computed by the equation:
In some schemes "gravel" is anything larger than sand (>2.0 mm), and includes "granule", "pebble", "cobble", and "boulder" in the above table. In this scheme, "pebble" covers the size range 4 to 64 mm (−2 to −6 φ).
A material's grainsize is important as it affects its mechanical properties.
In most materials, a refined grain structure gives enhanced toughness properties and alloying elements are deliberately added during the steel-making process to assist in grain refinement.
Grainsize is determined from a polished and etched sample using optical microscopy at a magnification of 100X.
The Krumbein and Monk equation is used to estimate the permeability (in darcies) of a sediment from a grainsize analysis.
This is true because grainsize is a powerful tool for describing a site’s geomorphic setting, interpreting the geomorphic significance of fluid dynamics in the natural environment, and distinguishing local versus regional sediment transport mechanisms as well as because grainsize is a dominant controlling factor in sediment geochemistry.
The grainsize distribution of a sediment sample is determined by any one of a number of techniques or combination of techniques depending on the range of sizes present in a sample.