An efficient and novel solution technique is presented for solving multi-dimensional
population balance models. In addition to overcoming stiffness in the original system, the …

This paper focuses on obtaining the numerical solution to a three-dimensional population
balance model (PBM) of granulation using the cell-average technique first proposed by [22] …

This paper deals with the estimation of model parameters and their uncertainties
encountered in granulation modeling. The outcome of a multivariate, detailed population …

A methodology that carries experimental uncertainties into model predictions is studied and
applied to a multidimensional population balance model for granulation processes. This …

A comprehensive model is discussed for wet granulation based on a three-dimensional
population balance, as an attempt to capture particle-level phenomena and their influence …

Multi-dimensional population balance equations (PBEs) are commonly used to describe the
dynamics of particulate processes such as granulation. Such a class of equations are …

This work is concerned with the theoretical development of a semi-mechanistic aggregation
kernel in a population balance model (PBM) which takes into account the effect of droplet …

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 …

Three-dimensional (3-D) population balance equations are often used to model wet
granulation processes, simulating distributions in particle size, liquid binder content, and …

In this study, a dynamic model is presented for the granulation process, employing a three-
dimensional population balance framework. The major focus of this work is the theoretical …