Landkammer P, Steinmann P (2015)
Publication Language: English
Publication Type: Journal article
Publication year: 2015
Publisher: Trans Tech Publications
Book Volume: 651
Pages Range: 1381-1386
ISBN: 9783038354710
DOI: 10.4028/www.scientific.net/KEM.651-653.1381
It is a great challenge in the development of functional components to determine the optimal blank design (material configuration) of a workpiece according to a specific forming process, while knowing the desired target geometry (spatial configuration). A new iterative non-invasive algorithm, which is purely based on geometrical considerations, is developed to solve inverse form finding problems. The update-step is performed by mapping the nodal spatial difference vector, between the computed spatial coordinates and the desired spatial target coordinates, with a smoothed deformation gradient to the discretized material configuration. The iterative optimization approach can be easily coupled non-invasively via subroutines to arbitrary finite element codes such that the pre-processing, the solving and the post-processing can be performed by the habitual simulation software. This is exemplary demonstrated by an interacting between Matlab (update procedure) and MSC. MarcMentat (forming simulation). The algorithm succeeds for a parameter study of a ring compression test within nearly linear convergence rates, despite highly deformed elements and tangential contact with varying friction parameters.
APA:
Landkammer, P., & Steinmann, P. (2015). Application of a non-invasive form-finding algorithm to the ring compression test with varying friction coefficients. Key Engineering Materials, 651, 1381-1386. https://dx.doi.org/10.4028/www.scientific.net/KEM.651-653.1381
MLA:
Landkammer, Philipp, and Paul Steinmann. "Application of a non-invasive form-finding algorithm to the ring compression test with varying friction coefficients." Key Engineering Materials 651 (2015): 1381-1386.
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