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CZECH TECHNICAL UNIVERSITY IN PRAGUE
STUDY PLANS
2026/2027

Groundwater Hydraulics

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Code Completion Credits (ECTS) Range Language
143HPVO Z,ZK 5 2P+2C Czech
Course guarantor:
Martin Šanda
Lecturer:
Martin Šanda
Tutor:
Martina Sobotková, Martin Šanda
Supervisor:
Department of Landscape Water Conservation
Synopsis:

The course deals with the problem of groundwater flow in saturated rock environments. The introduction of the course is devoted to the theoretical background and mathematical description of groundwater flow. The next part is devoted to simplified solutions of basic problems - flow through phreatic and confined aquifers, seepage through an earth block, flow in the vicinity of wells. At the end of the semester, students will get acquainted with the method of numerical modelling of groundwater flow, using specialized software to solve an individual problem.

Requirements:

Participation in analytical and numerical exercises (100%, can be replaced). Processing and submission of 4 assigned analytical tasks, processing and submission of 1 numerical project, two credit tests during the semester on the material covered (max 2x 5 b) = credit. Exam: 2 analytical examples (similar to analytical tasks) 2x 15b and 6 theoretical questions 6x10b, total 90b + 10b max from tests (marking A, B, C, D, E... to 90, 80, 70, 60,50b...). For the exam, credit and at least 50% of points from each part (i.e. equivalent to 1 example and 3 questions) are required. Course materials at https://storm.fsv.cvut.cz/pro-studenty/predmety/magisterske-studijni-programy/stavebni-inzenyrstvi-mgr/vodni-hospodarstvi-a-vodni-stavby-mgr/hydraulika-podzemni-vody/?lang=cz - also shared disks and teams, will be specified during lectures and exercises.

Syllabus of lectures:

1.Introduction to groundwater hydraulics, basic world overview, application of tasks

2.Importance of groundwater, types of subsurface water, classification of aquifers

3.Darcy's law, parameters of saturated porous media, homogeneity, isotropy

4.Mathematical description of 3D groundwater flow - continuity equation

5.Dupuit's postulates - planar flow, equation of continuous planar flow

6.Dam seepage, Pavlovsky's method

7.Girinsky potential, continuity equation for rotationally symmetric flow

8.Flow in the vicinity of a well in a reservoir with a stressed surface and overflow

9.Non-stationary sheet flow - Boussinesque equation

10.Non-stationary rotationally symmetric flow, pumping tests

11.Numerical modelling of groundwater flow, the basis of the MODFLOW model

12.Introduction to groundwater flow simulation software

13.Overall summary of the lecture topics

Syllabus of tutorials:

1.Porous medium parameters porosity, number of porosity, saturated hydraulic conductivity

2. Confined aquifer groundwater flow

3. Hydraulic approach, vertical wall dam seepage, Dupuit assumptions

4.Trapezoidal dam seepage

5. Flow through soil block with vertical infiltration

6. Girinsky potential planar flow in aquifer, well solution

7. Well network groundwater flow, flow near to the boundary

8. Introduction to the numerical modelling software presentation

9. Testing task group solution

10. Individual task of groundwater flow and conservative transport introduction

11. Individual task of groundwater flow and conservative transport solution

12. Individual task of groundwater flow and conservative transport solution

Study Objective:

Understanding and application of knowledges to solve problems of groundwater flow.

Study materials:

Valentová, J.2018: Hydraulika podzemní vody, 4. přepracované vydání, Praha: ČVUT

Bear, J. 2012: Hydraulics of Groundwater (PDF), Dover Publications, ISBN 9780486136165

Note:
Time-table for winter semester 2026/2027:
06:00–08:0008:00–10:0010:00–12:0012:00–14:0014:00–16:0016:00–18:0018:00–20:0020:00–22:0022:00–24:00
Mon
roomTH:B-s114

08:00–09:35
(lecture parallel1
parallel nr.101)

Thákurova 7 (budova FSv)
Tue
Wed
roomTH:C-215

12:20–14:00
(lecture parallel1)
Thákurova 7 (budova FSv)
Thu
Fri
Time-table for summer semester 2026/2027:
Time-table is not available yet
The course is a part of the following study plans:
Data valid to 2026-09-25
For updated information see http://bilakniha.cvut.cz/en/predmet24839005.html