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By M. A. Taha, N. A. El-Mahallawy

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In Fig. 4 the stress stain curves for the 7th up to the 15th iteration are marked with “higher iterations”. At these iterations the curves only differ in stress- and strain-levels that are no more relevant for the composites on hand. Hence, the underlying convergence criterion, which finishes the calculation if successive iteration curves differ by less than 3%, can be used without any loss in quality. The model was applied to calculate the mechanical properties of different interpenetrating microstructures.

Koiwa, K. Hasegawa and C. Ouchi: Mater. Sci. Eng. A Vol. 272 (1999), p. 230. F. D. Hanna: Met. Trans. Vol. 3 (1972), p. 2905. S. S. 356. com Keywords: Metal/Matrix-Composite, Self Consistent Unit Cell Model, Mechanical Behaviour, Homogenization Abstract. A model based on the geometry of the phases is introduced in order to investigate the mechanical properties of interpenetrating microstructures. In order to characterize the elastic and elastic-plastic properties of the composite a self consistent unit cell model is applied on a wide range of volume fractions for an Al/TiO2 composite.

During the process of composite fabrication, carried out at high temperature (1163 K), carbon reacts with titanium, forming a thin layer (few nanometers thick) of titanium carbide (TiC) [6, 7, 9]. TiC thickness is increasing when the material is heated, but its kinetics is very slow. The activation energy for TiC growth, independently determined by Naka et al. e. it is very close to that of IF peak. Therefore, the peak seems connected to the growth of the TiC layer between the carbon coating and the matrix.

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