Investigation of Ball Spinning
Publikationen: Thesis / Studienabschlussarbeiten und Habilitationsschriften › Dissertation
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2016.
Publikationen: Thesis / Studienabschlussarbeiten und Habilitationsschriften › Dissertation
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TY - BOOK
T1 - Investigation of Ball Spinning
AU - Kuss, Mario
N1 - no embargo
PY - 2016
Y1 - 2016
N2 - To manufacture lightweight tubes, fabricators increasingly use incremental forming processes like ball spinning. The use of such processes requires a profound knowledge of material properties and process understanding. This dissertation provides an overview about ball spinning and its modifications. Also a method to calculate the forming forces analytically is presented and compared to experiments and finite element simulations. A closer look to the process points out the dependence of process parameters to the damage behaviour. A 2D finite element model is presented to predict the damage during ball spinning. The results are showing the trend to modify the process parameters for a damage minimised process design. The internal stress state of products after the forming process has also become an increasing focus. This is especially important for the prediction of lifetime under fatigue conditions of the product. The effects on kinematic and isotropic hardening of high strains has a significant influence on forming processes with reversing strain hardening like ball spinning. This investigation gives a detailed view into the deformation mechanism of a ball spinning expansion process with the finite element method. A closer look taken on to the differences between kinematic and isotropic hardening to the internal stress state after the forming process. This investigation provides a method to calibrate the combination of the strain hardening parameters on the final geometry, demonstrated by an experiment. Therefore, the final internal stress state and the lifetime prediction can be computed more precisely.
AB - To manufacture lightweight tubes, fabricators increasingly use incremental forming processes like ball spinning. The use of such processes requires a profound knowledge of material properties and process understanding. This dissertation provides an overview about ball spinning and its modifications. Also a method to calculate the forming forces analytically is presented and compared to experiments and finite element simulations. A closer look to the process points out the dependence of process parameters to the damage behaviour. A 2D finite element model is presented to predict the damage during ball spinning. The results are showing the trend to modify the process parameters for a damage minimised process design. The internal stress state of products after the forming process has also become an increasing focus. This is especially important for the prediction of lifetime under fatigue conditions of the product. The effects on kinematic and isotropic hardening of high strains has a significant influence on forming processes with reversing strain hardening like ball spinning. This investigation gives a detailed view into the deformation mechanism of a ball spinning expansion process with the finite element method. A closer look taken on to the differences between kinematic and isotropic hardening to the internal stress state after the forming process. This investigation provides a method to calibrate the combination of the strain hardening parameters on the final geometry, demonstrated by an experiment. Therefore, the final internal stress state and the lifetime prediction can be computed more precisely.
KW - Metallumformung
KW - Umformtechnik
KW - Finite Elemente Methode
KW - Inkrementelle Umformung
KW - Zylinderabstreckwalzen
KW - Kugeldrücken
KW - Eigenspannungen
KW - Kinematische und Isotrope Verfestigung
KW - Schädigung
KW - Metal Forming
KW - Ball Spinning
KW - Flow Forming
KW - Finite Element Method (FEM)
KW - Incremental Forming
KW - Tube Spinning
KW - Damage
KW - Ayada
KW - Statistical Design of Experiments (DoE)
KW - Internal Stress
KW - Kinematic and Isotropic Hardening
M3 - Doctoral Thesis
ER -