In this study, a complete two dimensional (internal coordinates) population balance model
(2D-PBM) is developed, calibrated and validated as a predictive tool for predicting the …

This present work is based on developing a deterministic discrete formulation for the
approximation of a multidimensional Smoluchowski (Coalescence) equation on a …

The work aims to present a semi-analytical approach based on the homotopy analysis
method for finding closed-form solutions and approximate solutions to aggregation and …

The application of multi-dimensional population balance equations (PBEs) for the simulation
of granulation processes is recommended due to the multi-component system. Irrespective …

Abstract A top Spray Fluidized Bed Granulator (SFBG) is being modeled and analyzed with
the help of population balance equation (PBE) and analytical as well as numerical results …

Achieving high mechanical performance in metallic materials requires precise control of the
inclusion population, and the treatment of liquid steel in gas-stirred ladles is crucial for …

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 …

This study focuses on performing a convergence analysis of the recently developed mass
based finite volume scheme [20] to simulate a Smoluchowski coagulation equation. The …

Breakage, ie, formation of smaller fragments from larger initial particles, is an important
phenomenon–wanted or unwanted–in many particulate processes. In this work, the volume …

We introduce a finite volume scheme for approximating a general multidimensional
fragmentation problem. The scheme estimates several physically significant moment …