TY - JOUR
T1 - A Ternary Model for Particle Packing Optimization
AU - Abu-Lebdeh, Taher M
AU - Damptey, Ransford
AU - Ungureanu, Liviu Marian
AU - Petrescu, Florian Ion Tiberiu
PY - 2022/4/1
Y1 - 2022/4/1
N2 - Powder packing in metal powders is an important aspect of additive manufacturing (oth-erwise known as 3-D printing), as it directly impacts the physical and mechanical properties of ma-terials. Improving the packing density of powder directly impacts the microstructure of the finished 3D-printed part and ultimately enhances the surface finish. To obtain the most efficient packing of a given powder, different powder blends of that material must be mixed to minimize the number of voids, irrespective of the irregularities in the particle morphology and flowability, thereby in-creasing the density of the powder. To achieve this, a methodology for mixing powder must be developed, for each powder type, to obtain the maximum packing density. This paper presents a model that adequately predicts the volumetric fraction of the powder grades necessary for obtaining the maximum packing density for a given powder sample. The model factors in the disparity between theoretical assumptions and the experimental outcome by introducing a volume reduction factor. We outline the model development steps in this paper, testing it with a real-world powder system.
AB - Powder packing in metal powders is an important aspect of additive manufacturing (oth-erwise known as 3-D printing), as it directly impacts the physical and mechanical properties of ma-terials. Improving the packing density of powder directly impacts the microstructure of the finished 3D-printed part and ultimately enhances the surface finish. To obtain the most efficient packing of a given powder, different powder blends of that material must be mixed to minimize the number of voids, irrespective of the irregularities in the particle morphology and flowability, thereby in-creasing the density of the powder. To achieve this, a methodology for mixing powder must be developed, for each powder type, to obtain the maximum packing density. This paper presents a model that adequately predicts the volumetric fraction of the powder grades necessary for obtaining the maximum packing density for a given powder sample. The model factors in the disparity between theoretical assumptions and the experimental outcome by introducing a volume reduction factor. We outline the model development steps in this paper, testing it with a real-world powder system.
KW - additive manufacturing
KW - composites
KW - laser printing
KW - nanostructured materials
KW - packing density
KW - powder
KW - ternary model
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U2 - 10.3390/jcs6040113
DO - 10.3390/jcs6040113
M3 - Article
SN - 2504-477X
VL - 6
JO - Journal of Composites Science
JF - Journal of Composites Science
IS - 4
M1 - 113
ER -