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Papers by X. Meyer

Research paper thumbnail of An application of a cocitation-analysis method to find further research possibilities on the area of scheduling problems

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Research paper thumbnail of Adaptive Mesh Method for the Simulation of Crystallization Processes Including Agglomeration and Breakage: the Potassium Sulfate System

Industrial & Engineering Chemistry Research, 2001

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Research paper thumbnail of Production of n-Propyl Acetate by Reactive Distillation

Chemical Engineering Research & Design, 2007

First steps of the development of a catalytic reactive distillation process for the production of... more First steps of the development of a catalytic reactive distillation process for the production of n-propyl acetate based on experiments and simulations are proposed. The kinetics for homogeneously (sulphuric acid) and heterogeneously (Amberlyst 15) catalysed reaction were investigated and the constants for a pseudo-homogeneous model are presented. Pilot plant experiments were performed using a homogeneous strong acid catalyst in a

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Research paper thumbnail of Modelling of a dynamic multiphase flash: the positive flashApplication to the calculation of ternary diagrams

Computers & Chemical Engineering, 2004

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Research paper thumbnail of Introduction for SIMO’06 Special Issue

Chemical Engineering and Processing: Process Intensification, 2008

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Research paper thumbnail of Adaptive finite difference method for the simulation of batch crystallization

Computers & Chemical Engineering, 1999

The modeling of batch crystallization involves a population balance to get the crystal size distr... more The modeling of batch crystallization involves a population balance to get the crystal size distribution which is one of the most important properties in this process. Thus, this model leads to a system of integral, partial differential and algebraic equations (IPDAE). This system can be easily solved by finite difference methods with uniform discretization. However to increase the calculation efficiency and the crystal size distribution accuracy, an adaptive finite difference method with a non-uniform discretization was developed. Results of both methods are compared in term of efficiency and are confronted to experimental data in term of accuracy.

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Research paper thumbnail of An application of a cocitation-analysis method to find further research possibilities on the area of scheduling problems

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Research paper thumbnail of Adaptive Mesh Method for the Simulation of Crystallization Processes Including Agglomeration and Breakage: the Potassium Sulfate System

Industrial & Engineering Chemistry Research, 2001

Bookmarks Related papers MentionsView impact

Research paper thumbnail of Production of n-Propyl Acetate by Reactive Distillation

Chemical Engineering Research & Design, 2007

First steps of the development of a catalytic reactive distillation process for the production of... more First steps of the development of a catalytic reactive distillation process for the production of n-propyl acetate based on experiments and simulations are proposed. The kinetics for homogeneously (sulphuric acid) and heterogeneously (Amberlyst 15) catalysed reaction were investigated and the constants for a pseudo-homogeneous model are presented. Pilot plant experiments were performed using a homogeneous strong acid catalyst in a

Bookmarks Related papers MentionsView impact

Research paper thumbnail of Modelling of a dynamic multiphase flash: the positive flashApplication to the calculation of ternary diagrams

Computers & Chemical Engineering, 2004

Bookmarks Related papers MentionsView impact

Research paper thumbnail of Introduction for SIMO’06 Special Issue

Chemical Engineering and Processing: Process Intensification, 2008

Bookmarks Related papers MentionsView impact

Research paper thumbnail of Adaptive finite difference method for the simulation of batch crystallization

Computers & Chemical Engineering, 1999

The modeling of batch crystallization involves a population balance to get the crystal size distr... more The modeling of batch crystallization involves a population balance to get the crystal size distribution which is one of the most important properties in this process. Thus, this model leads to a system of integral, partial differential and algebraic equations (IPDAE). This system can be easily solved by finite difference methods with uniform discretization. However to increase the calculation efficiency and the crystal size distribution accuracy, an adaptive finite difference method with a non-uniform discretization was developed. Results of both methods are compared in term of efficiency and are confronted to experimental data in term of accuracy.

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