The study of collision-induced nonlinear breakage phenomenon is mostly unexplored but is
important in the area of particulate processes. In this work, the volume and time dependent …

A new numerical method for the solution of population balance equation modeling nonlinear
collisional breakage is presented. The new scheme is obtained by modifying the birth term …

In this paper, we develop a new discretization method based on a finite volume approach for
solving the breakage population balance equation. The scheme is designed to conserve the …

In this work an efficient and accurate numerical scheme based on the finite volume method
has been introduced to approximate the pure breakage population balance equations. 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 …

New solutions of the nonlinear (collisional) breakage equation are given using analytical
and asymptotic methods. The dynamic nonlinear breakage equation is transformed to a …

We present the development of approximate numerical schemes to solve the non-linear
fragmentation model. Two numerical weighted finite volume techniques are presented …

Monte Carlo (MC) methods have been proven effective in population balance modeling; yet,
in dealing with particle breakage problems, their performances in terms of statistical noise …

This paper proposes a unified Monte Carlo approach to model simultaneous particle
coagulation and breakage processes. Based on the reconstruction of stochastic weighted …

The steady state particle size distribution is examined, resulting from a breakage process
with a maximum stable size and a homogeneous continuous kernel. The dynamic breakage …