How Exactly To Repair Bitumen Rate |
Extraction involves the separation of bitumen from sand utilizing water-based gravity separation. Although plant configurations differ throughout the operators, a Primary Extraction Cell or Vessel is the guts of the circuit. Asphalt naturally turns into stiffer over time as a result of oxidation, evaporation, exudation, and bodily hardening. For this reason, recycled asphalt is often mixed with virgin asphalt, softening brokers, and/or rejuvenating components to revive its bodily and chemical properties. Today the mine is predominantly exploited in an open pit quarry however a number of of the various underground mines nonetheless stay viable. Selenizza is produced primarily in granular type, after melting the bitumen items selected in the mine.
In the Athabasca sands there are very giant quantities of bitumen covered by little overburden, making surface mining essentially the most environment friendly method of extracting it. The overburden consists of water-laden muskeg over top bitumen 40/50 of clay and barren sand. The oil sands themselves are sometimes 40 to 60 metres thick deposits of crude bitumen embedded in unconsolidated sandstone, sitting on high of flat limestone rock.soda flakes ='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="bitumen rate"/>
A bitumen particle fully engulfed in clays subsequently cannot not connect to a free air bubble. These non-aerated, clay-contaminated bitumen droplets have a density larger than 1.0 and will not rise to the top of the gravity separation vessel. Since these particles are additionally not very heavy, they also don’t sink very easily and tend to linger in the middle of the vessel.
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