QMOM methods for bubbly flows –potentials for simulation of pumps
QMOM methods for bubbly flows –potentials for simulation of pumps
Hasse, C.; Salenbauch, S.; Pollack, M.; Oertel, R.; Li, D.; Schlegel, F.; Lucas, D.
The temporal and spatial development of a particle size distribution, e.g. in a bubbly flow, can be described with the so-called Population Balance Equation. It represents a continuity statement for the number density of particles in a flow. The presentation contains a comparison of two prominent approaches for solving the population balance equation, i.e. the family of Quadrature-based Moment Methods and the Method of Classes.
Keywords: Population Balance Modeling; Quadrature-based Method of Moments; Class Methods; Pumps
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Lecture (others)
VDMA AK-Mehrphasenströmung, 26.09.2017, Frankfurt, Deutschland
Permalink: https://www.hzdr.de/publications/Publ-26147
Publ.-Id: 26147