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In this paper an object-oriented (OO) implementation of an explicit finite element program called DynELA is presented. This FEM program is written in Cþ þ [3]. The development of object-oriented programming (OOP) leads to better-structured codes for the finite element method and facilitates the development and maintainability [4,5]. A significant advantage of OOP concerns the modeling of complex physical systems such as deformation processing where the overall complex problem is partitioned in individual subproblems based on physical, mathematical or geometric reasoning.

1. 34 mm, subjected to uniaxial tension resulting from an axial elongation of 14 mm. This example serves here as a testbed for the plastic algorithm developed in DynELA. The material considered here is a special steel (A533, Grade B, Class 1), with a general 304 O. Pantale´ / Advances in Engineering Software 33 (2002) 297–306 Table 2 Material properties of the OHFC copper rod for the Taylor test Young’s modulus Poisson ratio Density Initial flow stress Linear hardening Fig. 4. Necking of a circular bar: final meshes obtained for 50 (left) and 400 (right) elements.

8. In¯uence of tortuosity on drainage rate. the prediction of the software to some variations has been checked. The freeness has been considered as the most important parameter because it is the single parameter that best characterizes of the pulp suspension. The fact that freeness is a static drainage measurement is not a problem for the in a dynamic model. Indeed the freeness is used as an initial input parameter. By looking in more detail at Eqs. (1) and (6), it can easily be seen that the CSF is used to calculate SFR and the SFR is then multiplied by the accumulation over the wire which does not have a constant value.

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