For solving multivariate aggregation population balance equation, two new discretizations
based on number and mass distributions are presented. These proposed schemes are …

In this work, a finite volume scheme for the numerical solution of bivariate pure aggregation
population balance equations on non-uniform meshes is derived. The new method has a …

In this paper, the cell average discretization [Kumar, J., Peglow, M., Warnecke, G., Heinrich,
S., & Mörl, 2006a. Improved accuracy and convergence of discretized population balance for …

The cell average technique (CAT) and the fixed pivot (FP) method for solving two-
dimensional aggregation population balance equations using a rectangular grid were …

This work is concerned with the assessment of the various discretizations used to obtain the
numerical solutions of the bivariate aggregation population balance equation. It was …

The present work shows the first ever implementation of two-order moments conserving
finite volume scheme (FVS) for approximating a multidimensional aggregation population …

Aggregation is an important size enlargement process in many industries. The modelling
and design of the process can be done using the population balance framework, however …

In this paper, a new finite volume scheme for the numerical solution of the pure aggregation
population balance equation, or Smoluchowski equation, on non‐uniform meshes is …

The present work shows a comparative study of two different numerical methods for solving
bivariate aggregation population balance equations. In particular, we summarize the cell …

In this work, a discrete finite volume scheme (FVS) is developed for approximating a
multidimensional agglomeration population balance equation on an unstructured grid …