In this paper we investigate the effects of polycrystal morphology on the overall properties of polysilicon. Focusing on -dimensional representative volume elements (RVEs) of textured films, we numerically generate digital polycrystal through Voronoi tessellations and assume the in-plane orientation of the crystal lattice of silicon grains to randomly distributed. First, we show how a regularization provision for the Voronoi tessellations, adopted in order to match the grain boundary (GB) geometry featured by actual polysilicon films, affects the statistics of an internal -scale which naturally emerges because of the presence of GBs. Second, we provide a numerical homogenization to estimate the overall in-plane elastic moduli of the polysilicon film and compare the outcomes with standard and Reuss bounds. Through this comparison, we furnish a way to also estimate the size of the RVE to get effective . Third, through Monte Carlo simulations we investigate the effect of microstructural fluctuations on the scattering the overall elastic moduli of polysilicon.We show that even when the RVE appears to be representative for a single realization, the RVE might not be representative if one looks at the extreme values of the aforementioned elastic moduli.
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Mariani et al. (2011) studied this question.
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