Automatic remeshing and rezoning for the simulation of 3D glass bottle forming with Abaqus/CAE, Abaqus/Standard and Abaqus/Explicit
Source abstract
Abstract
To simulate the analysis of glass bottle forming, one has to cope with extreme amounts of deformation in the part being analyzed. This deformation exerts itself in mesh distortion, and in order to complete the analysis some type of remeshing is required. Using existing ALE-techniques for this kind of applications requires a lot of user-intervention and trial-and-error to create a mesh that suits both the initial and final topology of the glass. To reduce the time spent by the user, and to be able to run this kind of analyses automatically based on an arbitrary base-geometry, a completely automated remeshing/rezoning procedure is set-up. In this procedure an Abaqus/Explicit analysis is divided in a number of sub-analyses in a loop together with Abaqus/CAE. Each sub-analysis constructs a new 3D geometry of the glass based upon the deformed mesh, such that the new geometry encompasses the original geometry and contains a sub-topology of the original part. This is achieved using scripting within Abaqus/CAE. Using a map-routine the solution from the previous analysis is then transferred onto the new mesh such that the analysis can be continued. The remeshing procedure is semi-automatic and it can easily be used for other simulations that involve extreme amounts of deformation such as forging. It is successfully been used for the simulation of glass bottle forming and is integrated into a tool which is available for general use.
Source: openaire · Quality: candidate unverified · Source record ↗
Research context
OpenAlex topics: 3D Shape Modeling and Analysis · Manufacturing Process and Optimization · Advanced Numerical Analysis Techniques
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References (3)
Show source-provided references
1. Bird, R.B, W.E. Stewart and E.N. Lightfoot: Transport Phenomena, 2nd ed., John Wiley & Sons, New York, 2001
2. Kloosterman, G., and R.M.J. van Damme: An Orientation on Surface Reconstruction, Memorandum no 1478, University of Twente, Faculty of Mathematical Sciences, 1998.
3. Koch, H.J.: Optimization of Mould Design by Mathematical Modeling, Society of Glass Technology ESG2006, Sunderland, 2006