Numerical Methods in Atmospheric Sciences and Oceanography
Stockholm UniversityStockholm, Sweden
Fee for international students
- Intakes
- Not published
- Duration
- 0.1 years
Programme facts
- Level
- Master's
- Duration
- 0.1 years
- Language of teaching
- English
- Study mode
- full time
- Credits
- 8 ECTS
- Intakes
- Not published
About this programme
We start with a very simple model of the advection equation, which we use to study the shortcomings of the numerical methods, such as numerical instability, truncation errors, computational modes, computation phase speeds and groups velocities. We then continue with the shallow water equations, where you develop your own shallow water model. Finally, an introduction to 3D modelling will be given. You will acquire, in this course, a fundamental understanding of the very core of the numerics of the circulation models, which are used in both weather forecast models as well as Climate models. The course is in other words a must if you want to call yourself a meteorologist, oceanographer or a climate physicist. The course deals with numerical methods for solving the hydrodynamic equations, which are common for Numerical Weather Prediction Models, Ocean Circulation models and Climate Models. Grading criteria, course literature and other material and correspondence related to the course will be available on the course Athena-site once you have registered for the course. Written exam at the end of the course as well as a series of computer exercises, which are written as reports. To follow your passion. To be close to international career opportunities. To explore city and countryside. In Stockholm you can really get the best of both worlds. Here we explain all the different steps you need to go through when applying to a course or programme. Stockholm University arranges regular webinars and participates in educational fairs and events virtually and around the world to meet
Entry requirements
This university does not publish entry requirements in our data. A counsellor can confirm them for you.
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