Analysis of profile and flatness in flat hot rolling based on non-linearly coupled models for elastic roll-stack deflection and pseudo-steady-state elasto-viscoplastic strip

Alexander Kainz, Markus Widder, Erik Parteder, Gerald Hein, Karl Schörkhuber, Klaus Zeman

Research output: Chapter in Book/Report/Conference proceedingConference proceedingspeer-review

Abstract

An enhanced iterative concept for the effective numerical simulation of flat hot rolling processes is presented. The underlying physical process is the forming of metal within a flat rolling stand, i.e. between a lower and an upper roll set, each of them consisting of one or more rolls. The strip material is described elasto-viscoplastically, whereas the roll stack is deformed elastically. The accurate coupling of the strip model with the routines for the elastic roll stack deflection is a precondition to get reliable results concerning profile transfer and incompatible residual strains inside the strip, which allows the prediction of flatness defects, such as buckling. Especially for thin, wide strips and heavy plates, where the aspect ratio width over thickness is extremely unfavourable, the determination of profile transfer and flatness obviously leads to extremely high calculation times with commercial FEM-programs. Therefore, a tailor-made FEM-code for the efficient simulation of the elasto-viscoplastic material flow inside the roll gap was developed and programmed in C++. It is based on pseudo-steady-state, fully implicit stress-update approaches, where the incremental material objectivity is satisfied exactly. The developed model is well suited for systematic parameter studies to investigate flatness defects in more detail and to develop enhanced flatness criteria for thin hot and cold strips and plates.
Original languageEnglish
Title of host publicationComputational Plasticity XI - Fundamentals and Applications (COMPLAS XI)
Editors E.Onate, D.R.J.Owen, D.Peric, B.Suarez
Place of PublicationGran Capitan, 08034 Barcelona, Spain
PublisherInternational Center For Numerical Methods in Engineering (CIMNE)
Number of pages12
ISBN (Print)978-84-89925-23-6
Publication statusPublished - Sept 2011

Fields of science

  • 103035 Theoretical mechanics
  • 203022 Technical mechanics
  • 203013 Mechanical engineering
  • 203 Mechanical Engineering
  • 203015 Mechatronics
  • 203026 Forming
  • 102009 Computer simulation
  • 203006 Production engineering

JKU Focus areas

  • Mechatronics and Information Processing

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