ECTS
ECTS Course Catalogue

Course details
Course code: IISN20632o16
Semester: 2016/2017 winter
Name: Modeling of water and pollutants flow
Major: Environmental Engineering
Study Type: second cycle
Course type: compulsory
Study Semester: 1
ECTS points: 5
Hours (Lectures / Tutorials / Other): 9 / 18 / 0
Lecturer: dr hab. Wiesław Szulczewski, prof. nadzw.
Language of instruction: Polish


Learning outcomes: Knowledge Student knows methodology of describing the movement of water and pollutant in the environment. Student understands the need of numerical solution the mathematical issues and is aware of their approximate nature. Student knows engineering tools which help to modelling the movement of water and pollutant. Skills Student can evaluate the adequacy of a specific model of the movement for a typical engineering situations. Student can formulate boundary conditions for the analysis of typical cases of water and pollution flow. Student can prepare the computational grid. Student can perform on the grid simulated calculations and can interpret the results of the calculations.

Competences: Student understands the need of modeling the water resources and knows the limits of applicability of mathematical models.

Prerequisites: mathematics, physics, chemistry

Course content: The constitutive equations of state and movement of water. Hydrodynamic dispersion equation. Linear models of liquid and chemical pollutants flow in the vadose zone. The physical interpretation of the parameters of pollutant migration in porous materials. Application of TDR to determine initial-boundary conditions and functional parameters in the Richards equation. The equation of water flow in vadose and saturation zone. Equation of hydrodynamic dispersion and its application for modeling of chemical pollutants flow. The free surface flow. Advective transport. Hydrodynamic model of de Saint-Venant. Unsteady flow in the river bed.

Recommended literature:

Assessment methods: Score on the basis of assessments for reports tutorials and simulations.

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