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6ICP198

PEES9AF

Behaviour of dispersed phases

 

SP158

Duration :
21 hours

ECTS Credits : 2.5

Semester : S9

Course name :

Behaviour of dispersed phases

Persons Person(s) in charge :

Jean-Pierre Bellot, Professor, herve.combeau@univ-lorraine.fr

Keywords : Behaviour of dispersed phases

Prerequisites : None

Goal Objective:

 

Programm:

Industrial and household effluent treatment (liquid and gaseous) almost always operates in multiphase media, and separation efficiency is measured not only by the mass yield, but also by size and composition (examples: wastewater treatment by flotation, dust, radioactively contaminated effluents).


This course aims to teach students the fundamental knowledge needed to deal with this difficult subject, with an analysis that goes from the microscopic scale to the macroscopic scale. During practical work and tutorials, students will apply the knowledge they have acquired, in particular by taking examples from environmental issues and analysing them with computer software.

Content:

  • Shapes of particles and boundary conditions for flow
    Practical work:

    • Shape and trajectory of an isolated bubble according to its size

    • Flow regimes in a bubble column, estimation of exchange surfaces

  • Particle interactions – continuous phase
    Analysis of the forces acting on the motion of a particle.
    Description and expression of all the forces.
    Example of the behaviour of a particle in a vortex.

  • Modelling the discrete phase
    Lagrangien calculation of a particle’s trajectory in laminar, algorithm and numerical method
    Tutorial on Fluent: simulation of solid particle flow in a wind tunnel (vertical)

  • Modelling of the discrete phase in a turbulent regime
    Behaviour of a particle in a turbulent flow and Lagrangian calculation of the trajectory

  • Population balance (PB)
    General PB equation. A small revision of the distribution functions.
    Transport equation for growth without agglomeration

Tutorial: Size distribution of crystals in a continuous crystallizer
Population balance with agglomeration. (Smoluchowski equation)
Methods for solving PB equations (Hounslow, Ramakrishna, parents and daughter)
Description of agglomeration kernel, in a turbulent regime.


Tutorial: example of an application on computer – Treating dust
Explanation of the combination: Fluid mechanics – Population balance


Tutorial: example of an application on computer – Follow-up and end


Abilities : 

Levels

Description and operational vocabulary

Know 

 

Understand 

 

Apply 

 

Analyse 

 

Summarise

 

Assess

 

Evaluation :

  •  Written test
  •  Continuous assessmentControl
  •  Oral presentationReport
  •  Project
  •  Written reportReport