Abstract
Computational equations for determining the packing density of particles that are two and three fractions of metal powders (whose ratio of the average particle diameter of fractions is >10, which correctly predicts the packing density of the mixture particles and optimal ratios of their amounts to provide the maximum density as a function of individual packing densities and the amounts of powders) are suggested. We used the relative density after bumping-down as the quantity that characterizes the packing density of the particles. The regularities are experimentally verified for the mixtures of three pairs of different powders, and the correctness of obtained equations is confirmed.
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