Mathematical model of operative estimation of viscosity of a pulp in a ball mill at grinding an ore

Abstract

Of the known mathematical models for determining the viscosity of dispersion media, the most reasonable is the mathematical model of G.S. Khodakov, but it is not suitable for the operative calculation of the parameter and for controlling the process. The proposed basic mathematical model reduces to establishing the distance between particles of solid particles with respect to its density, size and pulp density, suitable for rapid estimation of the parameter. The basic mathematical model on the basis of the found value of the distance between solid particles and its parameters allows us to quickly estimate the viscosity of the pulp. The approach of determining the model parameters is substantiated

Authors and Affiliations

Anatolii Matsui, Vasyl Kondratets

Keywords

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  • EP ID EP438582
  • DOI 10.33108/visnyk_tntu2018.03.115
  • Views 37
  • Downloads 0

How To Cite

Anatolii Matsui, Vasyl Kondratets (2018). Mathematical model of operative estimation of viscosity of a pulp in a ball mill at grinding an ore. Вісник Тернопільського національного технічного університету, 91(3), 115-124. https://europub.co.uk/articles/-A-438582