Historically a number of models were proposed about the problem of the best size distribution for densest particle packing. In general, they show a weak point in the insufficient consideration of particle morphology that, on the contrary, it is a fundamental parameter to shape an optimal size distribution. In the present work a different approach with respect the traditional models is proposed. By means of a mixture design it was possible to define models able to predict the density in function of size distribution. The results shown the effect of particles morphology: mixtures rich in fine particles permit to obtain the densest packing. The mathematical models obtained, in the form of polynomial, fit well the experimental data. (c) 2006 Elsevier Ltd. All rights reserved.
Optimal size distribution to obtain the densest packing: A different approach / Romagnoli, Marcello; Rivasi, Maria Rosa. - In: JOURNAL OF THE EUROPEAN CERAMIC SOCIETY. - ISSN 0955-2219. - STAMPA. - 27:2-3(2007), pp. 1883-1887. [10.1016/j.jeurceramsoc.2006.04.163]
Optimal size distribution to obtain the densest packing: A different approach
ROMAGNOLI, Marcello;RIVASI, Maria Rosa
2007
Abstract
Historically a number of models were proposed about the problem of the best size distribution for densest particle packing. In general, they show a weak point in the insufficient consideration of particle morphology that, on the contrary, it is a fundamental parameter to shape an optimal size distribution. In the present work a different approach with respect the traditional models is proposed. By means of a mixture design it was possible to define models able to predict the density in function of size distribution. The results shown the effect of particles morphology: mixtures rich in fine particles permit to obtain the densest packing. The mathematical models obtained, in the form of polynomial, fit well the experimental data. (c) 2006 Elsevier Ltd. All rights reserved.Pubblicazioni consigliate
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