Get Enrichment Factor essential facts below. View Videos
or join the Enrichment Factor discussion
. Add Enrichment Factor
to your PopFlock.com topic list for future reference or share
this resource on social media.
Enrichment Factor is used to describe bodies of mineral ore. It is defined as the minimum factor by which the weight percent of mineral in an orebody is greater than the average occurrence of that mineral in the Earth's crust. It can be used to compare the necessary enrichment of different types of minerals for their recovery to be economically viable.
Determining enrichment factors
Enrichment Factors that relate to the economic viability of an orebody are largely determined by the following:
- The value of the mineral (the higher the value of the recovered mineral the more expensive the recovery process can be in order to obtain it - this could include processing larger amounts of ore)
- The level of the technology available to recover the mineral (any advances in technology may allow ores with lower wt% mineral to be exploited for the same cost)
- The cost of refining the mineral once recovered (this may require the bulk of the price demanded by the final product, so leaving little margin for the initial recovery of the mineral)
- Other macro-economic factors (such as fuel prices if the mineral requires a large amount of transportation or energy prices if the recovery and refinement process is inherently energy intensive)
Other applications of enrichment factor
- The enrichment factor can also be used to talk about the level of radioactive isotopes in Uranium, or the level of minerals in soil.
- The same concept is used in Bioinformatics for gene analysis, to measure the added value of a search tool over another one or over the homogeneous distribution in the genome population.
- ^ K. Loska, D. Wiechula, J. Pelczar, Application of Enrichment Factor to Assessment of Zinc Enrichment/Depletion in Farming Soils, Communications in Soil Science and Plant Analysis, Volume 36, Issue 9 & 10 May 2005, pages 1117 - 1128