Engineering of the water and the pollutants in grounds and groundwaters

Teacher(s)

Vanclooster Marnik;

Language

French

Prerequisites

- Transport phenomena
- Soil sciences
- General hydrology
- Soil physics

Main themes

The course aims to introduce students into the modeling of transport phenomena (transport of water, solute transport, heat transfer) in variably-saturated soil and in groundwater aquifers. The following topics are covered:
    - Theoretical concepts governing the transfer of water, solutes and other pollutants and heat in partially saturated soils and aquifers;
    - Approaches for modeling transport processes in soil and aquifers (analytical approaches, numerical approaches, transfer function);
    - Methods for the assessment of hydrodynamic properties of soils and aquifers;
    - Integration of hydrodynamic aspects in soil and water engineering and management.

Aims

At the end of this learning unit, the student is able to :
1	a. Contribution to Learning Outcomes program     M1.1 , M1.2 , M1.3 , M2.1 , M2.2 , M2.3 , M5.1 , M5.6 , M5.8 , M6.1 , M6.2 , M6.4 , M6 . 9 , M7.1 , M7.2 , M8.1 , M8.2 , M8.3 , M8.4 ;      b . Specific formulation for this activity LO program (maximum 10)     At the end of the course (2 ECTS) and pratical work (2 ECTS) , students will be able:     - To explain the principles of flow of water and solutes (including pollutants)  in soils and aquifers;     - To develop and implement the transport equations for modelling flow in unsaturated (soil) and saturated (aquifer) natural porous media in steady state and transient conditions;     - To discuss and understand hydrodynamic assessment techniques for soils and groundwater aquifers, especially using hydrogeophysical techniques;     - To estimate, using traditional methods and advanced methods (inverse modeling , data assimilation) the hydrodynamic properties of soils and aquifers;     - To apply hydrodynamic modeling to solve complex engineering problems of water and soil.

Content

Lectures: Methodological approaches for quantitative modelling, applied to water and solute (nutrients, pollutants) transport in to soil and groundwater systems. 

• Equations for water transport in soil (Richards equation, Fokker-Planck equation), solute transport in soil (convection-dispersion equation, with degradation, adsorption, mobile-immobile water), water diffusion in groundwater .
• Solutions: analytical solutions (Laplace and Boltzman transformation); numerical solutions (finite differences, finite elements); integrated solutions (transfer function).
• Methods for characterizing hydrodynamic parameters. Laboratory methods, in situ methods.  Inverse modelling.
• Applications: water infiltration in the soil, pollutant transport in the soil, pumping tests in a groundwater system.

Practical work: The main concepts presented during the courses will be illustrated by exercises in the computer room using Python notebooks and open source software .

• Estimation of hydrodynamic parameters from laboratory observations.
• Analytical solutions for water transport and solutes.
• Numerical modelling in water-unsaturated soils using HYDRUS 1-D.
• Modelling of groundwater diffusion using MODFLOW

Teaching methods

Due to the COVID-19 crisis, the information in this section is particularly likely to change.

Lectures: Reverse class. Through the course website (Moodle), the student has access to a syllabus, video clips that explain the theoretical foundations of the course and Python notebooks to illustrate certain aspects. Classes in the classroom allow students to answer questions and deepen their knowledge of the subject.
Due to lecture room capacity limitations related to the COVID crisis, some part of the course can be organised at distance.
Practical work: Exercises in computer rooms.

Evaluation methods

Due to the COVID-19 crisis, the information in this section is particularly likely to change.

Oral exam with written preparation. The examination consists of 3 parts: 

• a complex case study to assess the student's ability to integrate the different elements of the subject matter to solve a complex soil hydrodynamics problem;
• specific theoretical questions.
• solving a concrete problem in a computer room (Hydrus and/or Modflow)

The evaluation covers the consistency of the response, the accuracy of the answers, the quality of the preparation document, the quality of the oral defence.

Other information

This course can be given in English.

Online resources

Moodle site of the course 

• Organization of the course
• Course syllabus
• Video clips  
• Python notebooks 
• Tutorial  & assignments

Bibliography

M. Vanclooster, 2019. Modelling soil and subsoil hydrodynamic processes. Syllabus AGRO-UCLouvain. 120 pp. 

Faculty or entity

AGRO