The full text of this article
Mathematical methods for optimising high precision cutting operations
by Christina Brandt; Peter Maaß; Iwona Piotrowska-Kurczewski; Stefan Schiffler; Oltmann Riemer; Ekkard Brinksmeier
International Journal of Nanomanufacturing (IJNM), Vol. 8, No. 4, 2012
Abstract: The endeavour for establishing high precision cutting processes with nm-precision requires advancements in terms of manufacturing machinery, material selection and optimising the cutting process itself. This paper presents a mathematically founded approach for determining optimised process parameters using regularisation methods for inverse problems. The optimisation is based on an idealised simulation which relates process parameters like depth of cut and feed velocity to the resulting tool path incorporating elastic deformations. The optimised parameters are then obtained by inverting the simulation model, i.e., a prescribed tool path is given and a suitable control, which yields an approximation within the desired range of precision, is computed. In order to incorporate processing limitations a sparsity technique is included. The approach is successfully tested for two different applications, the design of optimal process parameters and the sparse correction of predefined parameters. The simulation results highlight the potential improvements obtained by this approach.
Online publication date: Fri, 17-Aug-2012
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