A coupled solver for population balance systems is presented, where the flow, temperature, and concentration equations are solved with finite element methods, and the particle size distribution is simulated with a stochastic simulation algorithm, a so-called kinetic Monte-Carlo method. This novel approach is applied for the simulation of an axisymmetric model of a tubular flow crystallizer. The numerical results are compared with experimental data
ABSTRACT: Isokinetic withdrawal of solution from research crystallizers is a key factor in obtaining...
In order to obtain constant solid properties with particles exhibiting a low order of symmetry, it i...
This work discusses a stochastic approach for the calculation of robust anti-solvent addition polici...
A coupled solver for population balance systems is presented, where the flow, temperature, and conce...
A coupled solver for population balance systems is presented, where the flow, temperature, and conce...
Abstract The crystallization of potassium aluminum sulfate dodecahydrate (potash alum) in a fluid...
In this thesis, a new algorithm for the numerical solution of population balance systems is proposed...
This paper presents a population balance model for describing the temporal evolution of the particle...
This article is concerned with the numerical approximations of population balance equations for mode...
This article demonstrates the applicability and usefulness of high resolution finite volume schemes ...
In this thesis a specific birth and growth process is analyzed; namely a mass crystallization proces...
A combined population balance (PB) and CFD model was developed to model the behaviour of a continuou...
Computational models are developed in an effort to aid in the design of process equipment for the cr...
This work focuses on the application of high resolution finite volume schemes for the solution of mu...
This work aims a stochastic approach for the calculation of robust anti-solvent addition policies fo...
ABSTRACT: Isokinetic withdrawal of solution from research crystallizers is a key factor in obtaining...
In order to obtain constant solid properties with particles exhibiting a low order of symmetry, it i...
This work discusses a stochastic approach for the calculation of robust anti-solvent addition polici...
A coupled solver for population balance systems is presented, where the flow, temperature, and conce...
A coupled solver for population balance systems is presented, where the flow, temperature, and conce...
Abstract The crystallization of potassium aluminum sulfate dodecahydrate (potash alum) in a fluid...
In this thesis, a new algorithm for the numerical solution of population balance systems is proposed...
This paper presents a population balance model for describing the temporal evolution of the particle...
This article is concerned with the numerical approximations of population balance equations for mode...
This article demonstrates the applicability and usefulness of high resolution finite volume schemes ...
In this thesis a specific birth and growth process is analyzed; namely a mass crystallization proces...
A combined population balance (PB) and CFD model was developed to model the behaviour of a continuou...
Computational models are developed in an effort to aid in the design of process equipment for the cr...
This work focuses on the application of high resolution finite volume schemes for the solution of mu...
This work aims a stochastic approach for the calculation of robust anti-solvent addition policies fo...
ABSTRACT: Isokinetic withdrawal of solution from research crystallizers is a key factor in obtaining...
In order to obtain constant solid properties with particles exhibiting a low order of symmetry, it i...
This work discusses a stochastic approach for the calculation of robust anti-solvent addition polici...