702810 VU Subject-Specific Fundamentals and Core Skills 2: Numerics and theory of hyperbolic partial differential equations

summer semester 2020 | Last update: 13.03.2020 | Place course on memo list

Department:

Instructor:

Univ.-Prof. Dipl.-Ing. Lukas Einkemmer, BSc MSc PhD, +43 512 507 53818
Univ.-Prof. Mag. Dr. Alexander Ostermann, +43 512 507 53810

Course number:

702810

Title:

VU Subject-Specific Fundamentals and Core Skills 2: Numerics and theory of hyperbolic partial differential equations

Type/hours:

VU 4

ECTS credits:

7,5

Period:

weekly

Mode of repetition:

annually

Language of instruction:

English

Learning Outcome:

Students should obtain a good understanding of the special nature of hyperbolic systems (shocks, etc.) and how those can be exploited to derive efficient numerical methods. They will also become familiar with the most commonly used numerical techniques in that field.

Contents:

Weak solution concept for hyperbolic equations (entropy condition), Riemann problem for the Euler equations & analytic solution, Riemann solver based numerical methods, Exact and approximate Riemann solvers, Riemann solver free numerical methods.

Assessment:

Course examination according to § 7, statute section on "study-law regulations"

OLAT:

https://lms.uibk.ac.at/url/RepositoryEntry/4655448815

Start:

to be announced

Course allocation

Faculty of Mathematics, Computer Science and Physics

"Doctor of Philosophy" - Doctor of Philosophy Programme Mathematics according to the Curriculum 2009 (180 ECTS-Credits, 6 semesters)

Compulsory Modules (30 ECTS-Credits)

Compulsory Module 2: Scientific Basics/Core Skills of the Thesis Topic (10 ECTS-Credits, 2 h)

Master's Programme Mathematics according to the Curriculum 2007 (120 ECTS-Credits, 4 semesters)

First - Fourth Semester

Compulsory Module 5: Subject-Specific Fundamentals and Core Competences (15 ECTS-Credits, 8 h)

Dates

Group 0	Export course dates of this group as iCalendar (.ics) Help
Date	Time	Location
Thu 2020-03-12 CANCELED	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-03-17 CANCELED	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-03-19 CANCELED	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-03-24 CANCELED	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-03-26 CANCELED	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-03-31 CANCELED	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-04-02 CANCELED	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-04-21	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-04-23	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-04-28	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-04-30	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-05-05	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-05-07	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-05-12	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-05-14	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-05-19	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-05-26	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-05-28	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-06-02	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-06-04	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-06-09	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-06-16	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-06-18	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Tue 2020-06-23	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free
Thu 2020-06-25	14.15 - 16.00	HS D (Technik) HS D (Technik)	Barrier-free