Abstract:For low prediction precision of online model for vertical rolling force in roughing trains of hot strip mill, the process of hot strip roughing trains was simulated by the FEM simulation software DEFORM. The cause of low prediction precision of rolling force during vertical rolling was analyzed. Then the new method for calculating deformation degree when edge rolling was presented by analysis of the FEM simulated results. The formula of external stress status modulus, which is fit for the vertical rolling forc… Show more
“…A method [4] was proposed, but there are still some shortcomings [20] to be pointed out in S.-E. Lundberg's experiments. For example, no matter what materials were rolled with the same mills, copper or aluminum, the friction factors all are taken as 0.6 [4].…”
Section: Resultsmentioning
confidence: 96%
“…(22) and (23), the boundary conditions are verified, Eqs. (20) and (21) satisfy Cauchy equation. Based on the discussed above, ε x +ε y +ε z = 0 is yielded.…”
Section: Velocity Field With Continuous Symmetric Parabolamentioning
confidence: 94%
“…(17), respectively, yields From Eqs. (18) and (19), according to Cauchy equation, and noticing ε x = 0, strain rate field becomes (20) and (21) yields Fig. 4 Dog-bone shape at cross section in exit…”
Section: Velocity Field With Continuous Symmetric Parabolamentioning
“…A method [4] was proposed, but there are still some shortcomings [20] to be pointed out in S.-E. Lundberg's experiments. For example, no matter what materials were rolled with the same mills, copper or aluminum, the friction factors all are taken as 0.6 [4].…”
Section: Resultsmentioning
confidence: 96%
“…(22) and (23), the boundary conditions are verified, Eqs. (20) and (21) satisfy Cauchy equation. Based on the discussed above, ε x +ε y +ε z = 0 is yielded.…”
Section: Velocity Field With Continuous Symmetric Parabolamentioning
confidence: 94%
“…(17), respectively, yields From Eqs. (18) and (19), according to Cauchy equation, and noticing ε x = 0, strain rate field becomes (20) and (21) yields Fig. 4 Dog-bone shape at cross section in exit…”
Section: Velocity Field With Continuous Symmetric Parabolamentioning
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