
Forming limit diagrams (FLD) are commonly used to predict the limits of the forming capacity of materials. These are derived from quasi-static forming tests on sheet metal and, in conjunction with forming simulations …
Forming limit diagrams (FLD) are commonly used to predict the limits of the forming capacity of materials. These are derived from quasi-static forming tests on sheet metal and, in conjunction with forming simulations, enable statements to be made about the manufacturability of components, among other things. Since the forming limit diagrams are determined at relatively low forming speeds, a simple transfer of the results to the case of very high forming speeds, which occur during sheet metal forming at high press speeds or in the event of a crash, is at least questionable. The aim of this research project was to develop a suitable test setup for recording dynamic forming limit diagrams and thus to record an FLD for a crash-relevant material.
CP-W800 was selected as the material to be analysed, which is a typical car body material from the field of high-strength steels. In order to record dynamic forming limit diagrams, Nakazima samples were pierced with a hemispherical punch (Ø 100 mm) in a drop tower. Using the optical 3D measuring system ARAMIS, the strains and the forming limit values were determined. As a reference, a further FLD was recorded on the same material with the same test setup during quasi-static forming using a press. By comparing the results for quasi-static forming with literature values, it was possible to show that, in principle, forming limit diagrams could be obtained with the test setup. From the analysis of the dynamic tests, conclusions were then drawn about the forming speeds, the strain paths and the main and secondary forming changes. The differences found between quasi-static and dynamic forming proved to be relatively small for this material. While practically no differences were found between quasi-static and dynamic tests in the plain strain and stretch forming range, slight deviations were only found in the deep drawing range. Here, the forming limit changes are higher in the dynamic case than in the quasi-static case. However, due to the relatively small amount of data, the quantitative magnitude of the differences found in particular is still subject to considerable uncertainty. In addition to increasing the database, definitive quantitative statements also require a review of the evaluation methods, which were specially developed for quasi-static conditions.
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