A moment methodology for coagulation and breakage problems: Part 2 Moment models and distribution reconstruction

By R. Diemer, J. H. Olson. 2002

149 citations recorded by the source corpus.

Subfields: Atmospheric Science, Organic Chemistry, Water Science and Technology

View Paper: https://www.semanticscholar.org/paper/c5b008e51d291851eb2c54de782870c9c4e20bae

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In Atmospheric Science

In Organic Chemistry

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Citations in the corpus

An extended quadrature method of moments for population balance equations (2003, methodology): “Another promising method for reconstructing a realizable NDF is the kernel density element method (KDEM) (Athanassoulis and Gavriliadis, 2002) and related methods (Diemer and Olson, 2002), which uses a weighted sum of known non-negative kernel density functions to represent the NDF.”
Numerical solution of the spatially distributed population balance equation describing the hydrodynamics of interacting liquid–liquid dispersions (2004, methodology): “…1999, 2000; Lee et al., 2001; Wulkow et al., 2001; Bennett and Rohani, 2001; Liu and Cameron, 2001; Motz et al., 2002; Lim et al., 2002; Verkoeijen et al., 2002; Mahoney and Ramkrishna, 2002; Diemer and Olson, 2002a,b; Attarakih et al., 2003a,b; Campos and Lage, 2003; Goodson and Kraft, 2003).”
Drop coalescence in technical liquid/liquid applications: a review on experimental techniques and modeling approaches (2017, background): “The calculation of the drop size distribution can be reduced to corresponding moments of the distribution, which results in faster computation time (Diemer and Olson 2002a,b, Frenklach 2002, Marchisio et al.”
Reconstruction of a distribution from a finite number of moments with an adaptive spline-based algorithm (2010, unknown): “For instance, two (Schwarzer et al., 2006), three (Diemer and Olson, 2002), four (Wei et al., 2001), five (Öncül et al., 2009) or even for test purposes up to eight moments (Fan et al., 2004) have been considered for coupled simulations involving particles in a turbulent flow.”