ANALYSIS OF WARM POWDER COMPACTION PROCESS USING FINITE ELEMENT MODEL

Authors

  • A. K. Ariffin A. K. Ariffin Dept. of Mechanical and Materials Engineering Universiti Kebangsaan Malaysia 43600 Bangi, Selangor Darul Ehsan MALAYSIA
  • Md. Mujibur Rahman Dept. of Mechanical and Materials Engineering Universiti Kebangsaan Malaysia 43600 Bangi, Selangor Darul Ehsan MALAYSIA

Keywords:

Warm compaction, finite element method, staggered-incremental-iterative.

Abstract

This paper presents the development of the finite element model for the simulation of a full cycle of warm powder compaction process. In the modelling of compaction phase, the behaviour of powder is assumed to be rate independent thermo-elastoplastic material and the process has been described by a large displacement based finite element fo rmulation. Two constit utive relations namely Mohr-Coulomb yie ld criterion and Elliptical Cap yield criterion have been used to describe the mechanical behaviour of the powder during the compaction . The staggered-incremental-iterative solution strategy has been established to solve the non-linear systems of equations. The numerical results are validated by experiments, which show a good agreement between the simulation and experiment data.

References

Hoganas , A. B., 1998, Hoganas hand book for warm compaction.

Jogata, A., Dawson, P. R. & Jenkins, J. T., 1988, An Anisotropic Continuum Model for the Sintering and Compaction of Powder Packing, Mechanics of Materials, 7, pp. 255-269.

Brown, S. B. and Weber, G. G. A., 1988, A Constitutive Model for the Compaction of Metal Powders, Modem Development in Powder Metallurgy, vol. l8-2 1, pp.465-476.

Oldenburg, M. and Haggbald, H. A., 1994, Material Parameter Fitting in an Integrated Environment for Analysis of Iron Powder Pressing, Powder Metallurgy World Congress, voLl, June, Paris, pp.693 -696.

Hisatsune, T., Tabata, T. & Masaki, S., 1991, A Yield Criterion of Porous Material With Anisotropy Caused By Geometry or Distribution of Pores, 1. Eng . Mat. Tech., Trans. ASME, Oct., vol. ll3, pp.425-429.

Cytermann, R. & Geva, R., 1987, Powder Metallurgy, Development of New Model for Compaction of Powders, vol. 30, no.4, pp.256-260 .

May, 1. M., Naji, 1. H. and Ganaba, T. H., 1988, Displacement Control for the non-linear analysis of reinforced concrete structures. Engineering Computations, 5, 266.

McMeeking, R. M. and Rice, 1. R., 1975, Finite Element formulation for problems of large elastic -plastic deformation . Int. J. of Solid Structures, 11, 601.

Brekelmans, W. A. M., Janssen, 1. D., Van de Ven, A. A. F. & de With, G., 1991, An Eulerian Approach for Die Compaction Processes, Int. J. Num. Meth. Eng., vo1.31, pp.509-524.

Park, S., Han, H. N., Oh, H. K.and Lee, N. D., 1999. Modelfor Compaction of Metal Powders, International Journal of Mechanical Sciences. 41: 121-141.

Downloads

Published

2018-05-14

How to Cite

A. K. Ariffin, A. K. A., & Rahman, M. M. (2018). ANALYSIS OF WARM POWDER COMPACTION PROCESS USING FINITE ELEMENT MODEL. Jurnal Mekanikal, 12(2). Retrieved from https://jurnalmekanikal.utm.my/index.php/jurnalmekanikal/article/view/257

Issue

Section

Mechanical

Similar Articles

1 2 3 4 5 6 7 8 9 10 > >> 

You may also start an advanced similarity search for this article.