The Distributed and Unified Numerics Environment (DUNE) is a software framework for the numerical solution of partial differential equations with grid-based methods. Using generic programming techniques it strives for both: high flexibility (efficiency of the programmer) and high performance (efficiency of the program). DUNE provides, among other things, a large variety of local mesh refinement techniques, a scalable parallel programming model, an ample collection of finite element methods and efficient linear solvers.
DUNE-PDELab is a powerful tool for implementing discretisations of partial-differential equations. It helps to substantially reduce the time to implement discretizations and solvers for (systems of) PDEs based on DUNE. It is not only suitable for rapid prototyping but also for building highly performant simulation software and is used by a variety of projects already.
This one week course will provide an introduction to the most important DUNE modules and especially to DUNE-PDELab. At the end the attendees will have a solid knowledge of the simulation workflow from mesh generation and implementation of finite element and finite volume methods to visualization of the results. Topics covered are the solution of stationary and time-dependent problems, as well as local adaptivity, the use of parallel computers and the solution of non-linear PDE’s and systems of PDE’s.
- Review of C++ programming techniques
- DUNE Grid interface
- Grid IO (pre- and postprocessing)
- DUNE PDELab
- Mesh Adaptivity
- Parallel Computations
- Iterative Solvers
- Nonlinear Problems
- Time-dependent Problems
A detailed schedule can be found here.
Lectures and registration will take place in room 05.104 of the Mathematikon, Im Neuenheimer Feld 205. For all of you, who have visited us before, note that we have moved to a new building! In fact, part of moving will still happen during the week of the course, so don’t be confused if things look a bit chaotic at Mathematikon.
Participants will work on their own laptops using a virtual machine. Please bring your laptop with Virtualbox (>= 5.0) preinstalled. You can download virtualbox from https://www.virtualbox.org/. If you are not able to bring a laptop, please contact us as soon as possible.
Successful participation requires knowledge of object-oriented programming using C++ including generic programming with templates (this knowledge will be brushed up on the first day of the course). A solid background on numerical methods for the solution of PDEs is expected.
The participants are kindly requested to make hotel reservations individually. Our guests often stay at Hotel Kohler, which is very close to the station and reasonably close the course venue. There is also an possibility to book hotels online at http://www.heidelberg-marketing.de/en.html.
Registration is possible until Monday the 15th of February 2016, 24:00 UTC.
|Participants from noneducational institutions:||400 EUR|
|Participants from educational institutions:||225 EUR|
|Participants from Heidelberg University:||free|
|Bank transfer deadline:||February 15|
The registration fee covers:
- Course materials
- Coffee breaks
- Participation at the dune course dinner.
Please make sure that payments arrive on time. If you can’t meet the deadline we will have to ask you to pay cash onsite.
Registration fees must be payed in advance via bank transfer. Any bank and transfer fees must be payed by the participant. If you positively cannot pay on time, you will have to pay in cash onsite.
As posting reference (Buchungsvermerk) note:
For a participant Martin Mustermann you would write
Bank account data:
SWIFT/BIC: SOLADEST600 IBAN: DE69 6005 0101 7421 5004 36
If you have any inquiries, e.g. about the payment process or the venue, please contact Felicitas Hirsch (Sekretariat.Bastian@iwr.uni-heidelberg.de).
Register now for the DUNE Course. Simply fill in the following form and then hit the “submit” button at the bottom of the page. Your request will be processed and a confirmation email will be sent to you.
Please make sure that you fill in the complete form, otherwise it might not be possible to process your registration.