Experimental and Numerical Investigations on the Combined Forming Behaviour of DX51 and Fibre Reinforced Thermoplastics Under Deep Drawing Conditions

authored by
Bernd Arno Behrens, Alexander Chugreev, Hendrik Wester
Abstract

In order to achieve significant weight reduction, multi-material concepts steadily gain importance in the automotive and aviation industry. In this respect, a new hybrid construction approach is the combination of steel and fibre-reinforced thermoplastics (FRT) in a sandwich design. The use of FRT provides a high lightweight potential due to the combination of low density and high tensile strength. Using thermoplastics instead of thermoset matrices enables the reduction of process times and component costs and thus becomes affordable in large-scale application. The combined forming and joining of FRT and steel sheets require elevated temperatures, which lead to a complex forming behaviour. Furthermore, the in-plane and out-of-plane material properties of the FRT, in particular the forming and failure behaviour differ strongly from that of conventional metal materials like steel or aluminium. Therefore, new material characterisation techniques, investigation methods as well as numerical models are required. However, the temperature dependent material behaviour of the steel component and the occurrence of material phenomenon such as blue brittleness also needs to be investigated and taken into account during numerical simulation. This research deals with the experimental investigation and numerical modelling of the material behaviour under deep drawing conditions in order to realize an efficient one-shot forming process with the help of numerical simulation. The numerical analysis is realised with the commercial FE-software Abaqus.

Organisation(s)
Institute of Metal Forming and Metal Forming Machines
Type
Contribution to book/anthology
Pages
123-146
No. of pages
24
Publication date
04.03.2020
Publication status
Published
Peer reviewed
Yes
ASJC Scopus subject areas
Mechanical Engineering, Computational Theory and Mathematics
Electronic version(s)
https://doi.org/10.1007/978-3-030-38156-1_7 (Access: Closed)
 

Details in the research portal "Research@Leibniz University"