1985
DOI: 10.1016/0013-7944(85)90092-x
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A mathematical model for computing the distribution of loads and thickness in the width direction of a strip rolled in fourhigh cold-rolling mills

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Cited by 21 publications
(12 citation statements)
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“…x' x y(x) m j i 1 2 can be approximatively treated as a semi-infinite body [21,22]. The influence function for the flattening between the work roll and strip was derived according to a semiinfinite body model [20].…”
Section: Flattening Between Work Roll and Strip Work Roll And Backupmentioning
confidence: 99%
“…x' x y(x) m j i 1 2 can be approximatively treated as a semi-infinite body [21,22]. The influence function for the flattening between the work roll and strip was derived according to a semiinfinite body model [20].…”
Section: Flattening Between Work Roll and Strip Work Roll And Backupmentioning
confidence: 99%
“…5, the projected arc of contact between the work roll and strip, l d , is not a constant and changes along the width of strip that can be deduced by the Hitchcock model. Because the maximum value of l d is far less than the work roll diameter, so the work roll can be approximately treated as a semi-infinite body [22][23][24]. The flattening between the work roll and strip can be calculated by…”
Section: Flattening Between Work Roll and Strip And Between Work Rolmentioning
confidence: 99%
“…5, the projected arc of contact between the work roll and strip, l d , is not a constant and changes along the width of strip that can be deduced by Hitchcock model. Because the maximum value of l d is far less than the diameter of the work roll, the work roll can be approximately treated as a semi-infinite body [17][18][19]. The flattening between the work roll and strip can be calculated by…”
Section: Flattening Between Work Roll and Strip And Work Roll And Bamentioning
confidence: 99%