Journal
JOURNAL OF DISPERSION SCIENCE AND TECHNOLOGY
Volume 36, Issue 4, Pages 510-520Publisher
TAYLOR & FRANCIS INC
DOI: 10.1080/01932691.2014.909318
Keywords
Birth and death terms; Boltzmann-like equation; continuum mechanical principles; population balance equation
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In dispersed multi-phase flow modeling using population balances (PBs), the dispersed phase system is considered as a population of entities of the dispersed phase distributed not only in physical space but also in an abstract property space. Different frameworks exist for the formulation of the population balance equation (PBE): (i) continuum mechanical principles, (ii) statistical Boltzmann-like equation, or (iii) probability principles. The source terms, that is, birth and death of the entities in the population, are defined from mechanistic principles. This article presents a review of the foundation of the PBE.
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