2010
DOI: 10.1016/j.ces.2010.02.012
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An extension of the hard-sphere particle–particle collision model to study agglomeration

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Cited by 53 publications
(35 citation statements)
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“…Numerical investigations have attempted to tackle this issue by employing point-particle approaches in conjunction with a hard-sphere model to account for particle-particle interactions (e.g. Ho & Sommerfeld 2002;Kosinski & Hoffmann 2010;Breuer & Almohammed 2015;Sun et al 2018). The hard-sphere model resolves collisions instantaneously by changing the particle velocity according to a restitution coefficient for inelastic collisions.…”
Section: Introductionmentioning
confidence: 99%
“…Numerical investigations have attempted to tackle this issue by employing point-particle approaches in conjunction with a hard-sphere model to account for particle-particle interactions (e.g. Ho & Sommerfeld 2002;Kosinski & Hoffmann 2010;Breuer & Almohammed 2015;Sun et al 2018). The hard-sphere model resolves collisions instantaneously by changing the particle velocity according to a restitution coefficient for inelastic collisions.…”
Section: Introductionmentioning
confidence: 99%
“…Since the two-dimensional geometry is selected for the present study for the conservation of computational costs, the diameter of the resulting agglomerate is based on the equivalent circle approach as in Balakin et al (2012). The velocity of the agglomerate after its formation is computed as reported in Kosinski and Hoffmann (2010). The volume of the liquid bridge that covers the agglomerate is a sum of liquid volumes that covered the particles before the contact.…”
Section: Numerical Simulationsmentioning
confidence: 99%
“…Bei noch dichteren Partikelströmungen, d. h. vierfacher Kopplung, gewinnen zusätzlich Kräfte durch Partikel/Partikel‐Interaktionen sowie Partikel/Wand‐Interaktionen an Bedeutung. In der Diskrete‐Elemente‐Methode (DEM) werden hierfür Kontaktmodelle anhand physikalischer Modelle wie Feder‐, Dämpfer‐ und Gleitelemente angenähert , , , wobei zwischen sogenannten Soft‐Sphere‐ und Hard‐Sphere‐Modellen differenziert werden muss.…”
Section: Numerisches Modellunclassified
“…Zur Betrachtung des Partikelverhaltens in der Simulation bieten sich in der Regel zwei unterschiedliche Modelle an [13]. Einerseits werden bei der Euler-Euler-Betrachtung sowohl die Fluidphase als auch die Partikelphase als Kontinuum betrachtet, wobei für beide Phasen Gleichungen für Massen-, Impuls-und Energieerhaltung aufgestellt und gelöst werden (Navier-Stokes-Gleichungen [12,17,18], wobei zwischen sogenannten Soft-Sphere- [19] und Hard-Sphere-Modellen [20] differenziert werden muss.…”
Section: Numerisches Modellunclassified