“…It uses a linear spring-dashpot model, see Thornton et al (2013) for a good summary of the contact models and alternatives for inelastic collisions. An overview of the DEM model for the Isamill is given in Part 1 of this paper (Cleary et al, 2015).…”
Section: Dem For Particle Modellingmentioning
confidence: 99%
“…A single DEM configuration was used to model the grinding media in all the coupled simulations reported here. It used a media-media friction coefficient of 0.4, a media-mill friction of 0.3 and a coefficient of restitution of 0.6 for media-media contacts and 0.5 for media-mill ones (as was used in Cleary et al, 2015). The media fill level was 80% of the grinding chamber.…”
Section: M10000 Isamill Configurationmentioning
confidence: 99%
“…A detailed investigation of the media behaviour in the Isamill using DEM was reported in Cleary et al (2015). The mill is rotating with a tip speed of 22 m/s, has a fill level of 80% by volume and is using 9 mm grinding media.…”
Section: Dem Solution For Media Only Flowmentioning
confidence: 99%
“…The resulting data then contains only radial and axial variations with all the azimuthal flow structure eliminated by the averaging. The particle flows around and through the disc holes were shown in Cleary et al (2015) to be complex and critical to mill operation. The earlier fluid solutions also show that the disc holes provide a critical path for axial transport of slurry that enables a large scale axial recirculation to be generated by the classifier.…”
Section: Averaged Dem Media Distributionsmentioning
confidence: 99%
“…This is the second part of a study of the M10000 Isamill with the first part (Cleary et al, 2015) dealing with DEM only predictions of dry operation of the Isamill. Here we use two types of model:…”
“…It uses a linear spring-dashpot model, see Thornton et al (2013) for a good summary of the contact models and alternatives for inelastic collisions. An overview of the DEM model for the Isamill is given in Part 1 of this paper (Cleary et al, 2015).…”
Section: Dem For Particle Modellingmentioning
confidence: 99%
“…A single DEM configuration was used to model the grinding media in all the coupled simulations reported here. It used a media-media friction coefficient of 0.4, a media-mill friction of 0.3 and a coefficient of restitution of 0.6 for media-media contacts and 0.5 for media-mill ones (as was used in Cleary et al, 2015). The media fill level was 80% of the grinding chamber.…”
Section: M10000 Isamill Configurationmentioning
confidence: 99%
“…A detailed investigation of the media behaviour in the Isamill using DEM was reported in Cleary et al (2015). The mill is rotating with a tip speed of 22 m/s, has a fill level of 80% by volume and is using 9 mm grinding media.…”
Section: Dem Solution For Media Only Flowmentioning
confidence: 99%
“…The resulting data then contains only radial and axial variations with all the azimuthal flow structure eliminated by the averaging. The particle flows around and through the disc holes were shown in Cleary et al (2015) to be complex and critical to mill operation. The earlier fluid solutions also show that the disc holes provide a critical path for axial transport of slurry that enables a large scale axial recirculation to be generated by the classifier.…”
Section: Averaged Dem Media Distributionsmentioning
confidence: 99%
“…This is the second part of a study of the M10000 Isamill with the first part (Cleary et al, 2015) dealing with DEM only predictions of dry operation of the Isamill. Here we use two types of model:…”
A contact model for the normal interaction between elastoplastic spherical discrete elements has been investigated in the present paper. The Walton-Braun model with linear loading and unloading has been revisited. The main objectives of the research have been to validate the applicability of the linear loading and unloading models and estimate the loading and unloading stiffness parameters. The investigation has combined experimental tests and finite element simulations. Both experimental and numerical results have proved that the interaction between the spheres subjected to a contact pressure inducing a plastic deformation can be approximated by a linear relationship in quite a large range of elastoplastic deformation. Similarly, the linear model has been shown to be suitable for the unloading. It has been demonstrated that the Storåkers model provides a good evaluation of the loading stiffness for the elastoplastic contact and the unloading stiffness can be assumed as varying linearly with the deformation of the contacting spheres. The unloading stiffness can be expressed in a convenient way as a function of the Young's modulus and certain scaling factor dependent on the dimensionless parameter defining the level of the sphere deformation.
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