TY - JOUR
T1 - Monte carlo simulation of agglomeration and grinding
AU - Matsoukas, Themis
AU - Tang, Y.
PY - 1997/1/1
Y1 - 1997/1/1
N2 - We present a new Monte Carlo (MC) method to simulate particles undergoing simultaneous agglomeration and break up. Conventional MC methods applied to agglomeration and fragmentation fail when the number of particles in the simulation becomes too small (agglomeration) or too large (fragmentation). These simulations must be terminated when a predetermined number of particles is reached. We developed an MC method that utilizes a constant number of particles, and will show that it can be successfully used to simulate agglomeration, grinding, and generally any other process that involves generation and depletion of particles. Simulations by this method may proceed essentially indefinitely with minimal effect on the accuracy of the calculation. Among the advantages of this method are the ease of implementation and the ability to perform long simulations even on personal computers. We demonstrate the method by discussing examples of agglomeration and grinding of powders.
AB - We present a new Monte Carlo (MC) method to simulate particles undergoing simultaneous agglomeration and break up. Conventional MC methods applied to agglomeration and fragmentation fail when the number of particles in the simulation becomes too small (agglomeration) or too large (fragmentation). These simulations must be terminated when a predetermined number of particles is reached. We developed an MC method that utilizes a constant number of particles, and will show that it can be successfully used to simulate agglomeration, grinding, and generally any other process that involves generation and depletion of particles. Simulations by this method may proceed essentially indefinitely with minimal effect on the accuracy of the calculation. Among the advantages of this method are the ease of implementation and the ability to perform long simulations even on personal computers. We demonstrate the method by discussing examples of agglomeration and grinding of powders.
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U2 - 10.1080/02726359708906750
DO - 10.1080/02726359708906750
M3 - Article
AN - SCOPUS:0031121851
VL - 15
JO - Particulate Science and Technology
JF - Particulate Science and Technology
SN - 0272-6351
IS - 2
ER -