17 October 2025
Computation Webinar | Genuinely Multi-Dimensional Numerical Scheme for Conservation Laws, 28 October 2025
On 28 October 2025, MDPI and Computation (ISSN: 2079-3197) will host a webinar titled “Genuinely Multi-Dimensional Numerical Scheme for Conservation Laws”.
This special webinar will introduce a new numerical approach for solving the hyperbolic partial differential equations of conservation laws. Traditionally, the numerical methods were based on a one-dimensional concept, on the Riemann solution. Even though this was quite successful, it requires a relatively fine grid to resolve genuinely two-dimensional features like one has in the onset of turbulent flow.
Some 10 years ago, Phil Roe introduced a new concept for the numerical solution of these PDEs. It still is a finite volume method, but it borrowed some ideas from finite element theory, combining them in an innovative way. This webinar’s speakers will give a glimpse of this method as well as how far along it has come up to today.
Date: 28 October 2025
Time: 3:00 p.m. CET | 10:00 a.m. EDT
Webinar ID: 865 0403 1525
Register now for free!
|
Speaker/Presentation |
Time in CET |
Time in EDT |
|
Chair Introduction |
3:00–3:05 p.m. |
10:00 – 10:05 a.m. |
|
A Review of Active Flux Methods for Hyperbolic Conservation Laws |
3:05–3:25 p.m. |
10:05 – 10:25 a.m. |
|
Extensions of the Active Flux Method to Arbitrary Order |
3:30–3:55 p.m. |
10:30 – 10:55 a.m. |
|
An Asymptotic-Preserving Active Flux Method for a Kinetic Equation |
4:00–4:25 p.m. |
11:00 – 11:25 a.m. |
|
Q&A Session |
At the conclusion of each presentation |
|
|
Closing of Webinar |
4:30–4:40 p.m. |
11:30–11:40 a.m. |
After registering, you will receive a confirmation email containing information on how to join the webinar. Registrations with academic or institutional email addresses will be prioritized.
If you are unable to attend, feel free to register nonetheless; we will inform you once a recording of the webinar becomes available.
Webinar Chair and Keynote Speakers:
- Prof. Christian Klingenberg, Wuerzburg University, Germany;
- Dr. Wasilij Barsukow, Imperial College, London, UK;
- Dr. Junming Duan, Wuerzburg University, Germany.
For more information about this webinar, please visit the following link: https://sciforum.net/event/computation-2.
If you have any questions about this webinar, please contact journal.webinar@mdpi.com.
Computation Webinar Secretariat
