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Near Net Shape Manufacturing of CuCr Vacuum Switching Contacts ...

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WS 15/12 17th Plansee Seminar 2009, Vol. 3 Feist, Oberbreyer et al.<br />

Summary<br />

A mathematical model dedicated to numerically resolve the traditional PM process-chain – consisting <strong>of</strong><br />

die-compaction and sintering – by means <strong>of</strong> the finite element method (FEM) was presented. The model<br />

relies on the concepts <strong>of</strong> continuum mechanics and describes the constitutive response using a combined<br />

DRUCKER-PRAGER-cap plasticity model and an anisotropic visco-elastic model for the compaction- and<br />

sintering-stage, respectively. Development and application <strong>of</strong> the model is motivated by the demands for<br />

near net shape (NNS) manufacturing <strong>of</strong> parts reducing or making subsequent mechanical treatment almost<br />

obsolete. The numerical model allows for fast and relatively cheap evaluation <strong>of</strong> different processplans<br />

and optimization to achieve the demands <strong>of</strong> NNS-products.<br />

The mathematical model was outlined with an emphasis on the employed constitutive models. Determination<br />

<strong>of</strong> the relevant constitutive properties in the framework <strong>of</strong> powder-characterization was covered<br />

subsequently. In order to determine appropriate initial guesses for the relevant process-parameters based<br />

on the identified material behavior an analytical procedure was presented. Its results can be used both for<br />

subsequent experimental as well as virtually conducted compaction-tests.<br />

Application <strong>of</strong> the numerical model and the analytical procedure was finally given by means <strong>of</strong> a switching<br />

contact part made <strong>of</strong> <strong>CuCr</strong>-alloy as used in the power-generation industry. For the sake <strong>of</strong> simplicity,<br />

application <strong>of</strong> the model was restricted to a first step within an iterative numerical procedure with the objective<br />

both to obtain almost uniform density-distributions and to minimize geometrical deviations from the<br />

desired final geometry.<br />

References<br />

1. Copper Chromium (<strong>CuCr</strong>) Contact Materials for <strong>Vacuum</strong> Interrupters, Technical Information,<br />

Plansee 7000764 - TI-E 018 E 09.08, Plansee SE, Reutte, Austria, (2008).<br />

2. O.T. Gillia, L. Dihoru, and A.C.F. Cocks, Proceedings Process Modelling in Powder Metallurgy &<br />

Particulate Materials, MPIF, A. Lawley et al. Eds., Princeton/NJ, pp. 161-165, (2002).<br />

3. O. Coube, and H. Riedel, Powder Metallurgy 43 [2], 123-131, (2000).<br />

4. H. Riedel, Proceedings Ceramic Powder Science III, G.L. Messing et al. Eds., American Ceramic<br />

Society, Westerville/OH, pp. 619-630, (1990).<br />

5. H. Riedel, and D.-Z. Sun, Numerical Methods in Industrial Forming Processes, Numiform 92, J.-L.<br />

Chenot et al. Eds., Balkema, Rotterdam, pp. 883-886, (1992).<br />

6. K. Korn, T. Kraft, and H. Riedel, Proceedings 4th International Conference on Science, Technology<br />

and Applications <strong>of</strong> Sintering, D. Bouvard Ed., Grenoble, pp. 260-263, (2005).<br />

7. Dassault Systèmes, Abaqus Analysis User’s Manual, Version 6.8, (2008).

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