Modelling of geodynamic processes with the finite element method
General data
Course ID: | 1300-WMZGES-GES |
Erasmus code / ISCED: |
07.304
|
Course title: | Modelling of geodynamic processes with the finite element method |
Name in Polish: | Modelowanie zjawisk geodynamicznych metodą elementów skończonych |
Organizational unit: | Faculty of Geology |
Course groups: |
(in Polish) Przedmiot sugerowny do wyboru na II sem. I roku stud. II st. GES na spec. geologia inżynierska |
ECTS credit allocation (and other scores): |
2.00
|
Language: | Polish |
Type of course: | elective courses |
Prerequisites (description): | The student should have knowledge related to: - characteristics of geological processes, - classification and description of soil properties, - methods of field and laboratory soil tests, - issues of elasticity and plasticity of the ground medium |
Short description: |
The subject consists of 2 hours per week practical training. During the course the methods of modeling landslide processes used in engineering geology are discussed. Students in the computer lab will get familiar with the environment of the ZSoil finite element calculation program, which is designed for numerical modelling of geotechnical problems. In the software they build computational models simulating varied ground-water conditions and modelling the stability of slopes. |
Full description: |
An important issue in the work of an engineering geologist is the determination of safety coefficients, also known as stability and certainty coefficients, which require the determination of the ultimate load-bearing capacity of the soil mass. The centuries-old tradition of calculating slope stability based on simplified calculation models supported by basic static is in many situations insufficient. The adopted simplifications may lead to underestimation or overestimation of the desired values. When the state of the calculation model evolves in time, the seek values are not only spatial distributions of the searched parameters, but also their changes in time. In such cases it is justified to use numerical calculation methods. The aim of the course is to prepare students to solve problems related to surface mass movements with the use of computer modelling of the landslide process. |
Bibliography: |
(in Polish) Abramson L. W., Lee T. S., Sharma S., Boyce G. M. 2002 – Slope stability and stabilization methods. Cheng Y.M.,Lau C.K. 2008. Slope stability Analysis and stabilization-New Methods and Insight Commend S., Kivell S., Obrzud R. F., Podleś K., Truty A., Zimmermann T., 2016. Computational geomechanics on PC. Fernandes M.M., Sausa. L.R., Vargas E.A. Azevedo R.F. 2007 . Applications of computational mechanics in geotechnical engineering Rajapakse R. 2008 . Geotechnical engineering calculations and rules of thumb Urbański A. 2016. Podstawy projektowania geotechnicznego Zdravkovic L., Potts D.M.,2001. Finite element analysis In geotechnical engineering. Zienkiewicz, O.C. & Pande, G.N. 1977. Time dependent multi-laminate model of rocks – a numerical study of deformation and failure of rock masses. Z_SOIL, 2016. User Manual. |
Learning outcomes: |
After completion of the course the student: - understands the rules of numerical modelling in the field of stress-strain soil work - understands the complexity of the issue of stability of soil and rock slopes - has knowledge of actual constitutive models of ground - is able to use the ZSoil calculation software in the basic modelling of stability in two-dimensional and three-dimensional models - has the ability to assess the stability of slopes by means of numerical simulation |
Assessment methods and assessment criteria: |
The final grade for the course is given on the basis of the total number of points collected from the reports and the continuous assessment. The student receives a grade from the course. |
Practical placement: |
Not applicable |
Classes in period "Winter semester 2023/24" (past)
Time span: | 2023-10-01 - 2024-01-28 |
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MO PRAK
TU W TH FR |
Type of class: |
Placement, 30 hours, 10 places
|
|
Coordinators: | Kamil Kiełbasiński | |
Group instructors: | Kamil Kiełbasiński | |
Students list: | (inaccessible to you) | |
Examination: |
Course -
Grading
Placement - Grading |
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