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Modeling Approach for Determination of Backward Extrusion Strain Energy on AlCu5PbBi

Journal Key Engineering Materials (Volume 367)
Volume Advances on Extrusion Technology and Simulation of Light Alloys
Edited by Luca Tomesani and Lorenzo Donati
Pages 221-228
DOI 10.4028/www.scientific.net/KEM.367.221
Citation Branimir Barisic et al., 2008, Key Engineering Materials, 367, 221
Online since February, 2008
Authors Branimir Barisic, Branko Grizelj, M. Plancak
Keywords Backward Extrusion, Experimental Design, Modeling, Strain Energy
Abstract

In the paper, firstly on the basis of different theoretical methods and by means of different strain determining criteria the analytic modeling of backward extrusion process was done. Analyzed analytical models are derived directly from the mathematical description of the backward extrusion physical phenomena and their mathematical description has been presented. Afterwards, numerical modeling of strain energy by means of ABAQUS 6.4.1. software [1] was done. Also, stochastic modeling, founded on the statistic processing of experimental data according to the mathematical theory of experimental design, has been examined. For establishing of process strain energy, the second order stochastic model has been introduced. Analytic, numerical and stochastic research and experiments were performed according to central composite design (type CCC). As industrial case, the material AlCu5Pb Bi was chosen. The power law which describes material compression properties is obtained as 334.33 . = ⋅ϕ 0.192 f k The extrusion strain energy is dependent on the change in section size, friction coefficient, and material properties. Because of that, these parameters were varied variables at the all points of CCC design. The diameter of workpiece used in this design was set predetermined as industrial case, but both coefficient of friction and wall thickness of workpiece has been varied according to experimental design. The best results in modeling were derived by means of stochastic modeling, and the best strain energy model in the form 2 2 W = -1111.82 − 88.7 ⋅μ − 3200 ⋅μ + 625 ⋅μ ⋅ s + 816.43 ⋅ s − 42.25 ⋅ s has been obtained.

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