A direct discretization approach and an operator-splitting scheme are applied for the numerical simulation of a population balance system which models the synthesis of urea with a uni-variate population. The problem is formulated in axisymmetric form and the setup is chosen such that a steady state is reached. Both solvers are assessed with respect to the accuracy of the results, where experimental data are used for comparison, and the efficiency of the simulations. Depending on the goal of simulations, to track the evolution of the process accurately or to reach the steady state fast, recommendations for the choice of the solver are given. (C) 2015 Elsevier Ltd. All rights reserved
In this work, we show that straight forward extensions of the existing techniques to solve 2-d popul...
This work is concerned with the modeling and simulation of population balance equations (PBEs) for c...
This paper presents a new discretization method to solve the population balance equation (PBE) for ...
A direct discretization approach and an operator-splitting scheme are applied for the numerical simu...
A population balance system that models the synthesis of urea is studied in this paper. The equation...
A population balance system which models the synthesis of urea is studied in this paper. The equatio...
A new framework is proposed in this work to solve multidimensional population balance equations (PBE...
Population balance models are routinely used for modeling particulate processes involving breakage, ...
The accurate and efficient simulation of bi-variate population balance systems is nowadays a great c...
We present a heterogeneous finite element approximation of the solution of a population balance equa...
The rapidly growing interest in the field of population balances, especially for applications involv...
A finite element method for solving multidimensional population balance systems is proposed where th...
In this paper two discretization methods - Hounslow's fixed discretization method and Ramkrishna's a...
This work deals with population balance equations, investigating on a particle size distribution mod...
Biological systems are intrinsically heterogeneous and, consequently, their mathematical description...
In this work, we show that straight forward extensions of the existing techniques to solve 2-d popul...
This work is concerned with the modeling and simulation of population balance equations (PBEs) for c...
This paper presents a new discretization method to solve the population balance equation (PBE) for ...
A direct discretization approach and an operator-splitting scheme are applied for the numerical simu...
A population balance system that models the synthesis of urea is studied in this paper. The equation...
A population balance system which models the synthesis of urea is studied in this paper. The equatio...
A new framework is proposed in this work to solve multidimensional population balance equations (PBE...
Population balance models are routinely used for modeling particulate processes involving breakage, ...
The accurate and efficient simulation of bi-variate population balance systems is nowadays a great c...
We present a heterogeneous finite element approximation of the solution of a population balance equa...
The rapidly growing interest in the field of population balances, especially for applications involv...
A finite element method for solving multidimensional population balance systems is proposed where th...
In this paper two discretization methods - Hounslow's fixed discretization method and Ramkrishna's a...
This work deals with population balance equations, investigating on a particle size distribution mod...
Biological systems are intrinsically heterogeneous and, consequently, their mathematical description...
In this work, we show that straight forward extensions of the existing techniques to solve 2-d popul...
This work is concerned with the modeling and simulation of population balance equations (PBEs) for c...
This paper presents a new discretization method to solve the population balance equation (PBE) for ...