2009
DOI: 10.1016/j.powtec.2009.03.018
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Generally applicable breakage functions derived from single particle comminution data

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Cited by 26 publications
(6 citation statements)
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(31 reference statements)
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“…This ratio was first suggested by Lawn and Marshall [ 133 ] to be indicative of a material's brittleness. In a follow-up study, Meier et al [ 134 ] studied the impact breakage of nine different materials by impacting their particles on rigid targets at different velocities and found that the breakage function is both size and material dependent. In a study by Gahn and Mersmann [ 128 ], an attrition model was proposed, which seems to be sufficiently accurate for the modeling of attrition in crystallizers [ 129 ].…”
Section: Processing: Impact Of Process Parameters Bead Material-smentioning
confidence: 99%
“…This ratio was first suggested by Lawn and Marshall [ 133 ] to be indicative of a material's brittleness. In a follow-up study, Meier et al [ 134 ] studied the impact breakage of nine different materials by impacting their particles on rigid targets at different velocities and found that the breakage function is both size and material dependent. In a study by Gahn and Mersmann [ 128 ], an attrition model was proposed, which seems to be sufficiently accurate for the modeling of attrition in crystallizers [ 129 ].…”
Section: Processing: Impact Of Process Parameters Bead Material-smentioning
confidence: 99%
“…Mat and W * m,min in (Equation 14) [73]. Interestingly, both parameters can be modeled as a function of fracture toughness K C and hardness H, i.e., in dependence of the intrinsic material parameters (see Figure 13b).…”
Section: Stirred Media Millingmentioning
confidence: 99%
“…The breakage function can be described by the superposition of at least two lognormal distributions. The mean sizes, the standard deviations of the two sub-distributions, and the coupling parameter between them all depend on the parameters and in (Equation (14)) [ 73 ]. Interestingly, both parameters can be modeled as a function of fracture toughness K C and hardness H, i.e., in dependence of the intrinsic material parameters (see Figure 13 b).…”
Section: Process Chain For Particle Formation and Formulationmentioning
confidence: 99%
“…There are three types of data obtainable from single-particle breakage: (i) functional relationship between stressing energy and corresponding product size distribution (Napier-Munn et al 1996;Petukhov and Kalman 2003;Vogel and Peukert 2005;Meier et al 2009;Rozenblat et al 2012), (ii) probability of particle breakage as a function of stressing energy (Krogh 1980;Austin 2002;Cho and Austin 2003;Peukert 2003Antonyuk et al 2005; Aman, Tomas, and Kalman 2010) and (iii) specific fracture energy or fracture strength distribution of a given material (Bourgeois 1993;Tavares and King 1998).…”
Section: Single-particle Breakage Testsmentioning
confidence: 99%