作者: V.K. Gupta , D. Hodouin , M.A. Berube , M.D. Everell
DOI: 10.1016/0032-5910(81)87016-7
关键词: Distribution (mathematics) 、 Distribution function 、 Range (statistics) 、 Mathematics 、 Breakage 、 Grinding 、 Work (thermodynamics) 、 Ball mill 、 Biological system 、 Metallurgy 、 Curvature
摘要: Abstract Using the back-calculation approach, simultaneous estimation of rate and breakage distribution parameters has been carried out for a complex pyritic ore from batch ball mill size data. The showed several deviations normal grinding behavior: (i) slope Gaudin-Schumann plots in fine range varied with feed time, (ii) first-order marked curvature initial period grinding, (iii) did not conform to relationship S i = Ax α , even range, (iv) exhibited high degree non-normalizability. main problem encountered was choice suitable functional form function. This paper illustrates limitations two existing forms other used this work, emphasizes need having more general practical