Modules in Advanced Studies and Specialisation in Geophysics
ANI: Seismic anisotropy
Teaching and workload: lecture (2 hrs./week) and exercises (1 hr./week); 4 ECTS
Lecturer: C. Vanelle
This module is scheduled next for: summer term 2024
Objectives / learning outcomes and contents
After successful completion of the module, students are familiar with the causes and effects of elastic anisotropy in the context of seismic wave propagation and imaging of the subsurface.
Contents: Physical principles of wave propagation in anisotropic media
- Causes of seismic anisotropy
- Symmetries
- Parameterisation
- Weak anisotropy
- Normal moveout
- Nonhyperbolic moveout
- Parameter estimation
- Shear waves
Literature
- Dellinger, J.A., 1991, Anisotropic Seismic Wave Propagation; Ph.D. thesis, Stanford University.
- Fedorov, F.I., 1968, Theory of Elastic Waves in Crystals; Plenum Press.
- Helbig, K., 1994, Foundations of Anisotropy for Exploration Seismics: Pergamon Press.
- Musgrave, M.J.P, 1970, Crystal Acoustics; Holden-Day.
- Thomsen, L., 2002, Understanding Seismic Anisotropy in Exploration and Exploitation: SEG-DISC.
- Tsvankin, I., 2001, Seismic Signatures and Analysis of Reflection Data in Anisotropic Media: Pergamon Press.
Details
Module code | GP-M-ANI | ||||||||
Module name | Seismic anisotropy | ||||||||
Lecturer(s) | C. Vanelle | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After successful completion of the module, students are familiar with the causes and effects of elastic anisotropy in the context of seismic wave propagation and imaging of the subsurface. | ||||||||
Contents |
Physical principles of wave propagation in anisotropic media:
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs./week) and exercises (1 hr./week) | ||||||||
Prerequisites for participation | Required: programming, elastic wave propagation (VGSW or equivalent) and applied seismics (VGAN-S or equivalent) | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Written exam | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every summer term | ||||||||
Duration | 1 semester | ||||||||
Literature |
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APPVOLC: Applied volcanology
Teaching and workload: lecture (2 hrs./week) and exercises (1 hr./week); 4 ECTS
Lecturer: L. Scharff
This module is scheduled next for: summer term 2024
Objectives / learning outcomes and contents
Upon successful completion, the students are familiar with the most abundant measurement devices used at volcanoes worldwide. They have identified the physical parameters, relevant to volcanological research and know how to retrieve them. They gained overview on the measurement principles and function of devices and their installation in the field. In addition, an introduction to general periphery (electronic and IT), power supply, data storage and transmission, as well as accurate timing of instruments will enable students to plan their own campaigns.
Contents:
- Volcano seismology
- Infrasound
- Deformation
- Radar
- Gas and temperature measurement
- Remote sensing
- Data storage and transmission
- Isolated power supply
Literature
- Will be announced at the beginning of the course.
Details
Module code | GP-M-APPVOLC | ||||||||
Module name | Applied volcanology | ||||||||
Lecturer(s) | L. Scharff | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | Upon successful completion, the students are familiar with the most abundant measurement devices used at volcanoes worldwide. They have identified the physical parameters, relevant to volcanological research and know how to retrieve them. They gained overview on the measurement principles and function of devices and their installation in the field. In addition, an introduction to general periphery (electronic and IT), power supply, data storage and transmission, as well as accurate timing of instruments will enable students to plan their own campaigns. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs./week) and exercises (1 hr./week) | ||||||||
Prerequisites for participation |
Required: physics basics (radiation and absorption, electronics) Recommended: basic programming skills, lecture inverse problems |
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Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Regular attendance. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Homework assignment | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every winter term | ||||||||
Duration | 1 semester | ||||||||
Literature |
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BLG2: Borehole Geophysics 1: Tools and Applications
Teaching and workload: lecture (2 hrs./week); 3 ECTS
Lecturer: C. Bücker
This module is scheduled next for: summer term 2024
Objectives / learning outcomes and contents
After successful completion of the module, the students are able to recognise simple lithologies and hydrocarbon contents on the basis of borehole measurements.
Contents:
- Drilling and coring
- Depth and depth measurement
- Caliper and quality control
- Gamma ray
- Electrical resistivity
- Rock density
- Seismic velocities
- Case studies
Literature
Will be announced at the beginning of the lecture.
Details
Module code | GP-M-BLG-1 | ||||||||
Module name | Borehole Geophysics 1: Tools and Applications | ||||||||
Lecturer(s) | C. Bücker | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After successful completion of the module, the students are able to recognise simple lithologies and hydrocarbon contents on the basis of borehole measurements. | ||||||||
Contents |
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Language | German or English. The actual language will be announced at the beginning of the course. | ||||||||
Teaching methods | Lectures (2 hrs.) | ||||||||
Prerequisites for participation | Recommended: basic knowledge in geology and physics | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Regular attendance. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Written exam | ||||||||
Grading scale | pass/fail | ||||||||
Workload |
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Frequency | Every summer term, depending on the availability of the lecturer. | ||||||||
Duration | 1 semester | ||||||||
Literature | Will be announced at the beginning of the lecture. |
BLG2: Borehole Geophysics 2: Special Applications and Evaluation Methods
Teaching and workload: lecture (2 hrs./week); 3 ECTS
Lecturer: C. Bücker
This module is scheduled next for: winter term 2024/25
Objectives / learning outcomes and contents
After completing the module, the students have gained an overview of 'advanced' borehole sensors. They have learned to evaluate borehole field measurements regarding fluid detection as applied by the carbohydrate industry as well as geothermic applications. They are able to recognise simple lithologies and calculate fluid contents.
Contents:
- Borehole Imaging (SHDT, FMS, FMI, ...)
- Vertical Seismic Profiling (VSP)
- Nuclear Magnetic Resonance (NMR)
- Temperature Measurements (DTS)
- Borehole Gravity, Magnetic Susceptibility
- Formation Testing and Sampling (RFT, MDT)
- Evaluation Methods, Software
Literature
Will be announced at the beginning of the lecture.
Details
Module code | GP-M-BLG-2 | ||||||||
Module name | Borehole Geophysics 2: Special Applications and Evaluation Methods | ||||||||
Lecturer(s) | C. Bücker | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing the module, the students have gained an overview of 'advanced' borehole sensors. They have learned to evaluate borehole field measurements regarding fluid detection as applied by the carbohydrate industry as well as geothermic applications. They are able to recognise simple lithologies and calculate fluid contents. | ||||||||
Contents |
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Language | German or English. The actual language will be announced at the beginning of the course. | ||||||||
Teaching methods | Lectures (2 hrs.) | ||||||||
Prerequisites for participation | Recommended: basic knowledge in geology, physics, and mathematics | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Regular attendance. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Written exam | ||||||||
Grading scale | pass/fail | ||||||||
Workload |
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Frequency | Every winter term | ||||||||
Duration | 1 semester | ||||||||
Literature | Will be announced at the beginning of the lecture. |
DIG: Digital signal processing
Teaching and workload: lecture (2 hrs./week) and exercises (2 hrs./week); 6 ECTS
Lecturer: C. Vanelle
This module is scheduled next for: summer term 2024
Objectives / learning outcomes and contents
After completing the module, students have gained a solid background in the fundamental methods of signal processing and the analysis of data in different domains.
Contents:
- Geophysical time series
- Analog-to-digital conversion
- Representation of numbers
- Fourier series and Fourier transform
- Laplace Transform
- Sampling theoreme
- Uncertainty relations
- Convolution
- Causality
- Linear filters
- Window functions and tapering
- Z-transform
- Hilbert transform
- τ-p transform
- Phase properties of wavelets
Literature
- Buttkus, B., 2000, Spectral Analysis and Filter Theory in Applied Geophysics: Springer.
Details
Module code | GP-M-DIG | ||||||||
Module name | Digital signal processing | ||||||||
Lecturer(s) | C. Vanelle | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing the module, students have gained a solid background in the fundamental methods of signal processing and the analysis of data in different domains. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs.) and exercises (2 hrs.) | ||||||||
Prerequisites for participation | Required: programming Recommended: elastic wave propagation (VGSW or equivalent) and applied seismics (VGAN-S or equivalent) |
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Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Completion of exercises. | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every second summer term | ||||||||
Duration | 1 semester | ||||||||
Literature |
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EARTHQUAKES: Earthquakes
Teaching and workload: seminar (2 hrs./week); 3 ECTS
Lecturer: C. Hadziioannou, S. Donner, S. Schippkus
This module is scheduled next for: TBA
Objectives / learning outcomes and contents
After completing the module, students will be able to describe the earthquake source mechanism. Students will be familiar with the processes driving earthquakes. Students will have explored different aspects of current research on earthquake source processes.
Contents:
- Focal parameters and source mechanism of earthquakes
- Models of fracture, nucleation, propagation and arrest of a rupture
- Methods of determination of source mechanisms
- Different types of earthquakes: tectonic, volcanic, induced
- Seismicity, seismotectonics and seismic risk
- Current research in earthquake characterization and simulation
- The exact contents of the course will be adapted to the interest of the participating students.
Literature
Will be announced at the beginning of the course.
Details
Module code | GP-M-EARTHQUAKES | ||||||||
Module name | Earthquakes | ||||||||
Lecturer(s) | C. Hadziioannou, S. Schippkus | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing the module, students will be able to describe the earthquake source mechanism. Students will be familiar with the processes driving earthquakes. Students will have explored different aspects of current research on earthquake source processes. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures and discussion (30 hrs), taught as a seminar with strong student participation. | ||||||||
Prerequisites for participation | Knowledge of seismic wave propagation at the level of the B.Sc. module VGSW. Knowledge in Seismology at the level of the B.Sc. module VGSEIS is not required, but it is an advantage. | ||||||||
Target audience | For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. | ||||||||
Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Regular attendance and participation in the discussion. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Presentation | ||||||||
Grading scale | Pass/Fail | ||||||||
Workload |
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Frequency | Every second winter term | ||||||||
Duration | 1 semester | ||||||||
Literature | Will be announced at the beginning of the course. |
FRACTURES: Fracture processes and Earthquake sources
Teaching and workload: lecture (2 hrs./week) and exercises (2 hrs./week); 6 ECTS
Lecturer: S. Donner, C. Hadziioannou
This module is scheduled next for: summer term 2024
Objectives / learning outcomes and contents
After successfully completing the module, students are able to locate an Earthquake, determine its focal mechanism, and relate this to the moment tensor. They have an understanding of the physical processes occurring during earthquake rupture. This includes a base understanding of processes that happen on the micro scale when materials break, and how this relates to phenomena at larger scales. Students are able to place the understanding gained in this course within the framework of open questions and challenges in seismology. They are able to answer the question ”why can earthquakes not be predicted?”
Contents:
- Earthquake sources: localization, focal solution, moment tensor
- Earthquake rupture processes: how does a rupture start (and stop)?
- Micro-scale fracture processes and non-linea relasticity
Literature
Will be announced at the start of the course.
Details
Module code | GP-M-FRACTURES | ||||||||
Module name | Fracture processes and Earthquake sources | ||||||||
Lecturer(s) | S. Donner, C. Hadziioannou | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After successfully completing the module, students are able to locate an Earthquake, determine its focal mechanism, and relate this to the moment tensor. They have an understanding of the physical processes occurring during earthquake rupture. This includes a base understanding of processes that happen on the micro scale when materials break, and how this relates to phenomena at larger scales. Students are able to place the understanding gained in this course within the framework of open questions and challenges in seismology. They are able to answer the question "why can earthquakes not be predicted?" | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs./week) and exercises (2 hrs./week) | ||||||||
Prerequisites for participation |
Recommended: Knowledge in seismology at the level of the modules VGSEI and/or VGSW. Required: Programming in Python (and ideally Obspy). Students who do not have this skill have to complete a Python & Obspy introductory exercise before the start of the semester. |
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Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Regular attendance and completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Presentation | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every summer term | ||||||||
Duration | 1 semester | ||||||||
Literature |
Will be announced at the start of the course |
INV: Inversion problems
Teaching and workload: lecture (2 hrs./week) and exercises (2 hrs./week); 6 ECTS
Lecturer: L. Scharff
This module is scheduled next for: winter term 2024/25
Objectives / learning outcomes and contents
After completing the module, students are familiar with concepts, theory and limitations of linear and non-linear inversion methods and algorithms. They have inverted diverse data sets using self-written programs and gained experience in the application of established inversion methods. They are capable of solving inverse problems efficiently on their own. They are familiar with confidence intervals and the concept of errors and recognize instabilities and non-unique solutions.
Contents:
- Linear inverse problems:
- Least squares method, incl. weighting
- Errors and norms
- Under- and overdetermined problems
- Damping
- Generalized inverse
- (In-)equality constraints
- Interpolation and model fitting
- Hypothesis testing
- Non-linear inverse problems:
- Gradient methods, incl. conjugate gradients
- Grid search
- Monte Carlo methods
- Simulated Annealing
- Evolutionary Algorithms
Literature
- Menke (2012): Geophysical Data Analysis: Discrete Inverse Theory
Details
Module code | GP-M-INV | ||||||||
Module name | Inversion problems | ||||||||
Lecturer(s) | L. Scharff | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing the module, students are familiar with concepts, theory and limitations of linear and non-linear inversion methods and algorithms. They have inverted diverse data sets using self-written programs and gained experience in the application of established inversion methods. They are capable of solving inverse problems efficiently on their own. They are familiar with confidence intervals and the concept of errors and recognize instabilities and non-unique solutions. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs.) and exercises (2 hrs.) | ||||||||
Prerequisites for participation | Recommended: basic programming skills | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Completion of exercises | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every winter term | ||||||||
Duration | 1 semester | ||||||||
Literature |
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MIG: Migration of seismic reflection data
Teaching and workload: lecture (2 hrs./week) and exercises (2 hrs./week); 6 ECTS
Lecturer: C. Vanelle
This module is scheduled next for: winter term 2024/25
Objectives / learning outcomes and contents
After successful completion of the module, students are familiar with the foundations of subsurface imaging by depth conversion of poststack and prestack seismic reflection data.
Contents:
- Wavefields
- Modelling
- Time migration
- Geometric migration
- Summation migration
- Imaging condition
- Kirchhoff migration
- Frequency-wavenumber migration
- Migration with finite differences
- Full-waveform migration
- Migration velocity analysis
Literature
- Bancroft, J., 1997/98, A Practical Understanding of Pre- and Poststack Migration, Vol. I and II: SEG, Tulsa.
- Claerbout, J.F., 1985, Imaging the Earth's Interior: Blackwell.
- Scales, J.A., 1995, Theory of Seismic Imaging: Springer.
Details
Module code | GP-M-MIG | ||||||||
Module name | Migration of seismic reflection data | ||||||||
Lecturer(s) | C. Vanelle | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After successful completion of the module, students are familiar with the foundations of subsurface imaging by depth conversion of poststack and prestack seismic reflection data. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs./week) and exercises (2 hrs./week) | ||||||||
Prerequisites for participation | Required: programming, elastic wave propagation (VGSW or equivalent) and applied seismics (VGAN-S or equivalent) | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Written exam | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every winter term | ||||||||
Duration | 1 semester | ||||||||
Literature |
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MLG: Machine learning in geophysics
Teaching and workload: lecture (2 hrs./week) and exercises (2 hrs./week); 6 ECTS
Lecturer: C. Hammer
This module is scheduled next for: winter term 2024/25
Objectives / learning outcomes and contents
After successful completion of the module, students will have an overview of machine learning, including theory and specific applications in Geophysics. They have applied various machine learning techniques to geophysical problems using self-written programs but also get to know several open source machine learning frameworks. They learned how to evaluate the performance of their implemented algorithms.
Contents:
- Machine learning
- Objects and features
- Supervised and unsupervised methods
- Deep learning
- Applications in geophysics
Literature
- Will be announced at the beginning of the course.
Details
Module code | GP-M-MLG | ||||||||
Module name | Machine learning in geophysics | ||||||||
Lecturer(s) | C. Hammer | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After successful completion of the module, students will have an overview of machine learning, including theory and specific applications in Geophysics. They have applied various machine learning techniques to geophysical problems using self-written programs but also get to know several open source machine learning frameworks. They learned how to evaluate the performance of their implemented algorithms. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs./week) and exercises (2 hrs./week) | ||||||||
Prerequisites for participation | Recommended: basic programming skills | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Homework assignment | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every winter term | ||||||||
Duration | 1 semester | ||||||||
Literature |
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POTTHEO: Potential theory
Teaching and workload: lecture (2 hrs./week) and exercises (1 hr./week); 4 ECTS
Lecturer: M. Hort
This module is scheduled next for: TBA
Objectives / learning outcomes and contents
After completing the module, students have a firm understanding of the basics of potential theory. They are able to answer fundamental questions in potential theory. They will have written a code by themselves to numerically calculate gravity anomalies of arbitrarily shaped bodies.
Contents:
- Potentials
- Greens functions
- Newtonian potential
- Magnetic potential
- Spherical harmonics
- Laplace equation
- Gravity of the Earth
Literature
- Blakely, Potential Theory in gravity & magnetic applications, Cambridge Univ. Press, 1995.
- John Wahr, Geodesy and Gravity, Samizdat Press, 1996.
Details
Module code | GP-M-POTTHEO | ||||||||
Module name | Potential theory | ||||||||
Lecturer(s) | M. Hort | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing the module, students have a firm understanding of the basics of potential theory. They are able to answer fundamental questions in potential theory. They will have written a code by themselves to numerically calculate gravity anomalies of arbitrarily shaped bodies. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hr./week) and exercises (1 hr./week) | ||||||||
Prerequisites for participation | Recommended: Matlab, Python or Fortran | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Homework assignment | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every summer term, depending on the availability of the lecturer | ||||||||
Duration | 1 semester | ||||||||
Literature |
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SEI: Body and surface wave seismology
Teaching and workload: lecture (2 hrs./week) and exercises (2 hrs./week); 6 ECTS
Lecturer: C. Hadziioannou, S. Schippkus
This module is scheduled next for: winter term 2024/25
Objectives / learning outcomes and contents
After completing the module, the students should understand the fundamental concepts of seismic wave propagation and put these concepts into practice. They will be familiar with the theory, analysis, and application of surface waves. Through computer exercises, they will have some practical experience in the application of several seismological methods.
Contents:
- Basic theorems in dynamic elasticity
- Wave potentials
- Wave excitation from a point source
- Representation of the seismic source
- Surface waves; surface wave modes
- Dispersion
- Surface wave tomography
- Earth's normal modes
Literature
Most material will be provided, but the following references contain helpful background information:
- Aki, K., & Richards, P. G. (2002). Quantitative seismology.
- Shearer, P. M. (2019). Introduction to seismology. Cambridge University Press.
Details
Module code | GP-M-SEI | ||||||||
Module name | Body and surface wave seismology | ||||||||
Lecturer(s) | C. Hadziioannou | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing the module, the students should understand the fundamental concepts of seismic wave propagation and put these concepts into practice. They will be familiar with the theory, analysis and application of surface waves. Through computer exercises, they will have some practical experience in the application of several seismological methods. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs.) and exercises (2 hrs.) | ||||||||
Prerequisites for participation | Recommended: basic programming skills; VGSEI or equivalent introductory seismology course | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Written exam | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every winter term | ||||||||
Duration | 1 semester | ||||||||
Literature |
Most material will be provided, but the following references contain helpful background information:
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SEISNOISE: Ambient seismic noise
Teaching and workload: lecture (1 hr./week) and computerexercises (2 hrs./week), block course; 5 ECTS
Lecturer: C. Hadziioannou, S. Schippkus
This module is scheduled next for: summer term 2024
Objectives / learning outcomes and contents
After completing the module, students will be able to locate sources of ambient seismic noise and compute Green’s functions between station pairs. Students will be very familiar with the most important sources of ambient seismic noise and their mechanisms. Students will have broad knowledge about common applications of ambient noise in modern seismology (tomography, structural monitoring), and will have basic knowledge of more exotic applications (amplitudes, other celestial bodies).
Contents:
- Sources of ambient seismic noise: global, regional, local; Source mechanisms
- Methods for source identification and localization: Beamforming and Matched Field Processing
- Interferometry of seismic noise for retrieval of estimated Green’s functions
- Applications of estimated Green’s functions: Tomography, amplitudes
- Monitoring approaches, coda sensitivity, environmental monitoring
- Seismic noise on Moon and Mars
Literature
Will be announced at the beginning of the course.
Details
Module code | GP-M-SEISNOISE | ||||||||
Modul name | Ambient Seismic Noise | ||||||||
Lecturer(s) | C. Hadziioannou, S. Schippkus | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing the module, students will be able to locate sources of ambient seismic noise and compute Green’s functions between station pairs. Students will be very familiar with the most important sources of ambient seismic noise and their mechanisms. Students will have broad knowledge about common applications of ambient noise in modern seismology (tomography, structural monitoring), and will have basic knowledge of more exotic applications (amplitudes, other celestial bodies). | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (15 hrs.) and computer exercises (30 hrs.), taught as block course. | ||||||||
Prerequisites for participation | Programming skills (Python, Obspy) and knowledge in Seismology at the level of the B.Sc. module VGSEIS | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Regular attendance and completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Homework assignment | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every other summer term. | ||||||||
Duration | 1 semester | ||||||||
Literature |
Will be announced at the beginning of the course. |
VOLC: Volcanology
Teaching and workload: lecture (2 hrs./week) and exercises (1 hr./week); 4 ECTS
Lecturer: M. Hort
This module is scheduled next for: winter term 2024/25
Objectives / learning outcomes and contents
After completing this course students will have acquired a basic understanding of the physics of volcanological processes. They will be able to address interdisciplinary volcanological questions and to model volcanological processes.
Contents:
- Overview plate tectonics
- Volcano types
- Phase diagrams
- Crystallisation processes
- Lava lakes
- Rheology of magma
- Conduit flow
- Eruption dynamics
Literature
- Schmincke, Volcanism, Springer, 2004.
- Philpotts, Principles of igneous and metamorphic petrology, Prentice Hall, 1990.
- Okrusch, Matthes, Mineralogie, Springer, 2005.
Details
Module code | GP-M-VOLC | ||||||||
Module name | Volcanology | ||||||||
Lecturer(s) | M. Hort | ||||||||
Module type | Compulsory elective | ||||||||
Objectives / learning outcomes | After completing this course students will have acquired a basic understanding of the physics of volcanological processes. They will be able to address interdisciplinary volcanological questions and to model volcanological processes. | ||||||||
Contents |
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Language | English | ||||||||
Teaching methods | Lectures (2 hrs./week) and exercises (1 hr./week) | ||||||||
Prerequisites for participation | Recommended: Matlab, Python or Fortran | ||||||||
Target audience |
For students in the M.Sc. Geophysics: core module in Advanced Studies and Specialisation in Geophysics (AS). For students in M.Sc. programmes in physical and earth sciences: elective module. |
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Recommended semester | 1 or 2 | ||||||||
Requirements for exam registration | Completion of exercises. Details will be announced at the beginning of the course. | ||||||||
Type of exam | Written exam | ||||||||
Grading scale | Five point (1-5) | ||||||||
Workload |
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Frequency | Every winter term | ||||||||
Duration | 1 semester | ||||||||
Literature |
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