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desalinations (plural noun)
the process of removing salt from seawater.
"the newly constructed plant for the desalination of seawater remains inoperative" · "the water supply comes from desalination plants"
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https://en.wikipedia.org /wiki/Desalination
Desalination is a process that takes away mineral components from saline water.More generally, desalination refers to the removal of salts and minerals from a target substance, as in soil desalination , which is an issue for agriculture. Saltwater is desalinated to produce water suitable for human consumption or irrigation.One by-product of desalination is salt.
https://www.britannica.com /technology/desalination
Desalination , removal of dissolved salts from seawater and in some cases from brackish waters of inland seas, highly mineralized groundwaters, and municipal wastewaters. The process renders such otherwise unusable waters fit for human consumption, irrigation, industrial applications, and various other purposes.
https://www.usgs.gov /special-topic/water-science-school/science/desalination
Jun 06, 2019 · Humans cannot drink saline water, but, saline water can be made into freshwater, for which there are many uses. The process is called "desalination ", and it is being used more and more around the world to provide people with needed freshwater.
https://www.journals.elsevier.com /desalination
Desalination is an inter-disciplinary journal publishing high quality papers on desalination materials, processes and related technologies.. Desalination welcomes submissions detailing work that is clearly connected to water desalting including applications of desalination to seawater, groundwater and waste waters, such as thermal, membrane, sorption and hybrid processes.
https://www.livescience.com /4510-desalination -work.html
Jun 25, 2007 · With water fast becoming a hot commodity, especially in drought-prone regions with burgeoning populations, an obvious solution is to take the salt out of seawater. Desalination …
https://www.sciencedaily.com /terms/desalination .htm
Oct 12, 2017 · Desalination or desalinization refers to any of several processes that remove the excess salt and other minerals from water in order to obtain fresh water suitable for animal consumption or ...
https://www.sciencedirect.com/journal/desalination
Read the latest articles of Desalination at ScienceDirect.com, Elsevier’s leading platform of peer-reviewed scholarly literature
https://www.dictionary.com/browse/desalination
Jun 11, 2014 · Desalination definition, desalt. See more. Collins English Dictionary - Complete & Unabridged 2012 Digital Edition © William Collins Sons & Co. Ltd. 1979, 1986 ...
https://www.amtaorg.com/Water_Desalination _Processes.html
Water desalination processes separate dissolved salts and other minerals from water. Feedwater sources may include brackish, seawater, wells, surface (rivers and streams), wastewater, and industrial feed and process waters.
Related searches for desalination Pagination Desalination Desalination or desalinization is a process that removes minerals from saline water. More generally, desalination may also refer to the removal of salts and minerals, as in soil desalination, which also happens to be a major issue for agricultural production.
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