Template:SysCAD (Text, Screen, Deck): Difference between revisions

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|This enables the deck. If off, the feed to this deck passes directly to the next deck (or undersize) without partition.
|This enables the deck. If off, the feed to this deck passes directly to the next deck (or undersize) without partition.
|- style="vertical-align:top;"
|- style="vertical-align:top;"
|rowspan="4" | Method
|rowspan="7" | Method
|User Defined
|Partition (User)
|The partition to oversize for each size interval is defined by the user. Different values can be used for different solids.
|The partition to oversize for each size interval is defined by the user. Different values can be used for different solids.
|- style="vertical-align:top;"
|- style="vertical-align:top;"
|Karra
|Partition (Reid-Plitt)
|The [[Vibrating  Screen (Karra)|Karra]] model is used to determine the partition of solids to oversize and undersize for each size interval.
|The partition to oversize for each size interval is defined by a [[Partition (Size, Reid-Plitt)|Reid-Plitt efficiency curve]]. Different parameters can be used for different solids.
|- style="vertical-align:top;"
|- style="vertical-align:top;"
|Whiten
|Partition (Whiten-Beta)
|The [[Vibrating Screen (Whiten)|Whiten]] model is used to determine the partition of solids to oversize and undersize for each size interval.
|The partition to oversize for each size interval is defined by a [[Partition (Size, Whiten-Beta)|Whiten-Beta efficiency curve]]. Different parameters can be used for different solids.
|- style="vertical-align:top;"
|- style="vertical-align:top;"
|Metso
|Vibrating (Karra)
|The [[Vibrating Screen (Metso)|Metso]] model is used to determine the partition of solids to oversize and undersize for each size interval.
|The [[Vibrating  Screen (Karra)|Karra]] vibrating screen model is used to determine the partition of solids to oversize and undersize for each size interval.
|- style="vertical-align:top;"
|Vibrating (Whiten)
|The [[Vibrating Screen (Whiten)|Whiten]] vibrating screen model is used to determine the partition of solids to oversize and undersize for each size interval.
|- style="vertical-align:top;"
|Vibrating (Metso)
|The [[Vibrating Screen (Metso)|Metso]] vibrating screen model is used to determine the partition of solids to oversize and undersize for each size interval.
|- style="vertical-align:top;"
|Fine Wet (Mwale)
|The [[Fine Wet Screen (Mwale)|Mwale]] fine wet screen model is used to determine the partition of solids to oversize and undersize for each size interval.

Latest revision as of 05:52, 20 October 2023

|- ! colspan="3" style="text-align:left;" |Deck |- |On |Checkbox |This enables the deck. If off, the feed to this deck passes directly to the next deck (or undersize) without partition. |- style="vertical-align:top;" |rowspan="7" | Method |Partition (User) |The partition to oversize for each size interval is defined by the user. Different values can be used for different solids. |- style="vertical-align:top;" |Partition (Reid-Plitt) |The partition to oversize for each size interval is defined by a Reid-Plitt efficiency curve. Different parameters can be used for different solids. |- style="vertical-align:top;" |Partition (Whiten-Beta) |The partition to oversize for each size interval is defined by a Whiten-Beta efficiency curve. Different parameters can be used for different solids. |- style="vertical-align:top;" |Vibrating (Karra) |The Karra vibrating screen model is used to determine the partition of solids to oversize and undersize for each size interval. |- style="vertical-align:top;" |Vibrating (Whiten) |The Whiten vibrating screen model is used to determine the partition of solids to oversize and undersize for each size interval. |- style="vertical-align:top;" |Vibrating (Metso) |The Metso vibrating screen model is used to determine the partition of solids to oversize and undersize for each size interval. |- style="vertical-align:top;" |Fine Wet (Mwale) |The Mwale fine wet screen model is used to determine the partition of solids to oversize and undersize for each size interval.