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Variation simulation of sheet metal assemblies using the method of influence coefficients with contact modeling

Stefan Dahlström (Institutionen för produkt- och produktionsutveckling, Produktutveckling) ; Lars Lindkvist (Institutionen för produkt- och produktionsutveckling, Produktutveckling)
Journal of Manufacturing Science and Engineering-Transactions of the Asme (1087-1357). Vol. 129 (2007), 3, p. 615-622.
[Artikel, refereegranskad vetenskaplig]

Sheet metal assembly is a common assembly process for several products such as automobiles and airplanes. Since all manufacturing processes are affected by variation, and products need to have a high geometric quality, geometry-related production problems must be analyzed during early design phases. This paper discusses two methods of performing this analysis. One way of performing the simulations relatively fast is to establish linear relationships between part deviation and assembly springback deviation by using the method of influence coefficient (MIC). However, this method does not consider contact between the parts. This means that the parts are allowed to penetrate each other which can affect the accuracy of the simulation result. This paper presents a simple contact modeling technique that can be implemented in to MIC to avoid penetrations. The contact modeling consists of a contact detection and a contact equilibrium search algorithm. When implemented, MIC still only requires two finite element analysis (FEA) calculations. This paper describes the steps in the contact algorithm and how it can be used in MIC and finally the proposed contact modeling is verified by comparing the simulation result with commercial FEA software ABAQUS contact algorithm.

Nyckelord: variation simulation, sheet metal assemblies, tolerance analysis, contact modeling, COMPLIANT, PARTS

Denna post skapades 2008-11-20. Senast ändrad 2015-12-17.
CPL Pubid: 78435


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Institutioner (Chalmers)

Institutionen för produkt- och produktionsutveckling, Produktutveckling (2005-2017)


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Chalmers infrastruktur